Giáo viên yêu cầu học sinh sử dụng các thẻ HTML để tạo ra một trang web giới thiệu ngắn gọn về ngôi trường mà mình đang học. Bạn học sinh A đã thực hiện yêu cầu của giáo viên như sau:
Giáo viên yêu cầu cả lớp đọc hiểu chương trình trên. Sau khi đọc, một số bạn đã đưa ra các phát biểu sau đây:
a. Thiếu thẻ đóng của thẻ meta.
b. Cần đổi chỗ thẻ title và meta thì mới hiển thị được trang web.
c. Trang web có tiêu đề là “Giới thiệu về trường”.
d. Đoạn văn “THPT Nguyễn Trãi” sẽ được in đậm và “TP Hà Nội” sẽ được in nghiêng.
Giáo viên yêu cầu học sinh sử dụng các thẻ HTML để tạo ra một trang web giới thiệu ngắn gọn về ngôi trường mà mình đang học. Bạn học sinh A đã thực hiện yêu cầu của giáo viên như sau:
Giáo viên yêu cầu cả lớp đọc hiểu chương trình trên. Sau khi đọc, một số bạn đã đưa ra các phát biểu sau đây:
a. Thiếu thẻ đóng của thẻ meta.
b. Cần đổi chỗ thẻ title và meta thì mới hiển thị được trang web.
c. Trang web có tiêu đề là “Giới thiệu về trường”.
d. Đoạn văn “THPT Nguyễn Trãi” sẽ được in đậm và “TP Hà Nội” sẽ được in nghiêng.
Hãy suy nghĩ và trả lời câu hỏi trước khi xem đáp án
Lời giải
Xem xét đoạn code HTML:
- Thẻ `` không cần thẻ đóng, nên phát biểu a sai.
- Thứ tự thẻ `` và `` không ảnh hưởng đến hiển thị, phát biểu b sai.<br>
- Tiêu đề trang web là nội dung trong thẻ `<title>`, do đó tiêu đề là "Giới thiệu về trường", phát biểu c đúng.<br>
- Thẻ `<b>` dùng để in đậm và `<i>` dùng để in nghiêng. Vậy “THPT Nguyễn Trãi” sẽ được in đậm và “TP Hà Nội” in nghiêng, phát biểu d đúng.<br>
Vậy phát biểu đúng là c và d. Đáp án là a, c, d (index 2).</div><!--]--></div></div></div></div><!--[--><div class="text-md"> Câu hỏi này thuộc đề thi trắc nghiệm dưới đây, bấm vào <b>Bắt đầu thi</b> để làm toàn bài </div><div class="tn-examination-test-card !mb-3"><div class="tn-examination-test-card__body"><div class="w-full sm:w-full flex flex-col gap-1 justify-center items-start fll"><div class="flex items-start justify-between w-full"><a href="/de-thi/de-minh-hoa-tot-nghiep-thpt-mon-tin-hoc-co-dap-an-nam-2025-de-6-2131.html"><h3 class="tn-examination-test-card__body__title !pt-0">Đề thi thử Tốt nghiệp THPT năm 2025 môn Tin Học Sở GD&DT Hà Nội - Đề 1</h3></a><!----></div><p class="tn-examination-test-card__body__desc"></p><div class="flex justify-between w-full tn-examination-test-card__body__stats"><div class="flex gap-5"><div class="flex items-center" data-v-5228f87e><div class="flex items-center gap-3 icon-label" data-v-5228f87e><span class="fa-solid fa-calendar-range text-[16px]" data-v-5228f87e></span><span class="label" data-v-5228f87e>10/09/2025</span></div><!--[--><!--]--></div><div class="flex items-center" data-v-5228f87e><div class="flex items-center gap-3 icon-label" data-v-5228f87e><span class="fa-solid fa-user text-[16px]" data-v-5228f87e></span><span class="label" data-v-5228f87e>0 lượt thi</span></div><!--[--><!--]--></div></div></div><hr class="text-divider w-full tn-examination-test-card__body__divider" data-v-f8db2c83><div class="flex w-full items-center gap-2 tn-examination-test-card__body__actions"><div class="w-9/12"><div class="tn-progression" data-v-17625196><span class="tn-progression__text" data-v-17625196>0 / 30</span><div class="tn-progression__bar" style="width:0%;" data-v-17625196></div></div></div><div class="w-3/12"><a href="/de-thi/de-minh-hoa-tot-nghiep-thpt-mon-tin-hoc-co-dap-an-nam-2025-de-6-2131.html"><div class="tn-btn tn-btn__orange"><!--[--> Bắt đầu thi <!--]--></div></a><!----></div></div></div></div></div><!--]--><h3 class="text-xl font-bold">Câu hỏi liên quan</h3><div class="shadow rounded-lg p-8 w-full sm:w-full flex flex-col gap-4 question-related"><ul><!--[--><li><a href="/de-kiem-tra/cau-hoi-tuoi-nuoc-phun-suong-la-25902.html" class="text-blue-500"><div class="mb-2"><p>Tưới nước phun sương là:</p></div></a></li><li><a href="/de-kiem-tra/cau-hoi-nguyen-tu-cac-nguyen-to-thuoc-nhom-va-co-so-electron-lop-ngoai-cung-la-15028.html" class="text-blue-500"><div class="mb-2"><p>Nguyên tử các nguyên tố thuộc nhóm VA có số electron lớp ngoài cùng là</p></div></a></li><li><a href="/de-kiem-tra/cau-hoi-tieu-chi-nao-sau-day-duoc-dung-de-danh-gia-tinh-phu-hop-cua-san-pham-cong-nghe-voi-nhu-cau-su-dung-36665.html" class="text-blue-500"><div class="mb-2"><p dir="ltr" style="text-align: justify;"><span style="white-space: pre-wrap;">Tiêu chí nào sau đây được dùng để đánh giá tính phù hợp của sản phẩm công nghệ với nhu cầu sử dụng?</span></p></div></a></li><li><a href="/de-kiem-tra/cau-hoi-trong-khong-gian-oxyz-cho-hai-diem-aleft-5-42-right-va-bleft-124-right-mat-phang-di-qua-a-va-vuong-goc-voi-duong-thang-ab-la-42849.html" class="text-blue-500"><div class="mb-2"><div><span style="mso-bidi- mso-fareast- mso-bidi- mso-ansi-language: EN-US; mso-bidi-font-weight: bold;">Trong không gian </span><span><span style="mso-fareast- mso-fareast-theme-font: minor-latin;">\(Oxyz\)</span></span><span style="mso-bidi- mso-fareast- mso-bidi- mso-ansi-language: EN-US; mso-bidi-font-weight: bold;">, cho hai điểm </span><span><span style="mso-fareast- mso-fareast-theme-font: minor-latin;">\(A\left( {5; - 4;2} \right)\)</span></span><span> </span><span style="mso-bidi- mso-fareast- mso-bidi- mso-ansi-language: EN-US; mso-bidi-font-weight: bold;">và </span><span><span style="mso-fareast- mso-fareast-theme-font: minor-latin;">\(B\left( {1;2;4} \right)\)</span></span><span style="mso-bidi- mso-fareast- mso-bidi- mso-ansi-language: EN-US; mso-bidi-font-weight: bold;">. 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<p style="text-align: justify; text-justify: inter-ideograph; ">Một trong những chỉ tiêu tăng trưởng kinh tế là</p>
</div></div></a></li><li><a href="/de-kiem-tra/cau-hoi-van-ban-quy-pham-phap-luat-gom-may-loai-chinh-41453.html" class="text-blue-500"><div class="mb-2"><div>
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</div></div></a></li><li><a href="/de-kiem-tra/cau-hoi-ai-la-nguoi-lanh-dao-phong-trao-can-vuong-chong-phap-trong-giai-doan-tu-nam-1885-den-thang-11-1888-22187.html" class="text-blue-500"><div class="mb-2"><p><span style="font-size: 10pt; line-height: 107%; font-family: Arial, sans-serif;">Ai là người lãnh đạo phong trào Cần Vương chống Pháp trong giai đoạn từ năm 1885 đến tháng 11-1888?</span></p></div></a></li><li><a href="/de-kiem-tra/cau-hoi-chu-the-tieu-dung-co-vai-tro-gi-trong-viec-phat-trien-san-xuat-16548.html" class="text-blue-500"><div class="mb-2"><p>Chủ thể tiêu dùng có vai trò gì trong việc phát triển sản xuất?</p></div></a></li><li><a href="/de-kiem-tra/cau-hoi-van-ban-nghi-luan-phan-tich-danh-gia-mot-truyen-ke-nham-35016.html" class="text-blue-500"><div class="mb-2"><p>Văn bản nghị luận phân tích, đánh giá một truyện kể nhằm <!--StartFragment--></p>
<p><!--EndFragment--></p>
<p><!--EndFragment--></p></div></a></li><li><a href="/de-kiem-tra/cau-hoi-cho-hai-vecto-va-toa-do-cua-vecto-la-42574.html" class="text-blue-500"><div class="mb-2"><div><span style=" color: #000000; mso-style-textfill-fill-color: #000000;">Cho hai vectơ </span><span style=" color: #000000; mso-style-textfill-fill-color: #000000;"><img height="31" src="data:image/png;base64,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" style="max-width: 100%;" width="87"/></span><span style=" color: #000000; mso-style-textfill-fill-color: #000000;"> và </span><span style=" color: #000000; mso-style-textfill-fill-color: #000000;"><img height="31" src="data:image/png;base64,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" style="max-width: 100%;" width="86"/></span><span style=" color: #000000; mso-style-textfill-fill-color: #000000;">. Tọa độ của vectơ </span><span style=" color: #000000; mso-style-textfill-fill-color: #000000;"><img height="26" src="data:image/png;base64,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" style="max-width: 100%;" width="38"/></span><span style=" color: #000000; mso-style-textfill-fill-color: #000000;"> là</span></div></div></a></li><li><a href="/de-kiem-tra/cau-hoi-y-nao-sau-day-la-khongnbspphan-anh-dung-dau-hieu-nhan-dien-mot-y-tuong-kinh-doanh-tot-23457.html" class="text-blue-500"><div class="mb-2"><p>Ý nào sau đây là không phản ánh đúng dấu hiệu nhận diện một ý tưởng kinh doanh tốt?</p></div></a></li><li><a href="/de-kiem-tra/cau-hoi-thi-truong-la-linh-vuc-trao-doi-mua-ban-ma-o-do-cac-chu-the-kinh-te-tac-dong-qua-lai-lan-nhau-nham-muc-dich-gi-16671.html" class="text-blue-500"><div class="mb-2"><p>Thị trường là lĩnh vực trao đổi, mua bán mà ở đó các chủ thể kinh tế tác động qua lại lẫn nhau nhằm mục đích gì?</p></div></a></li><li><a href="/de-kiem-tra/cau-hoi-phan-i-cau-trac-nghiem-nhieu-phuong-an-lua-chon-thi-sinh-tra-loi-tu-cau-1-den-cau-24-moi-cau-hoi-thi-sinh-chi-chon-mot-phuong-an-ki-thuat-la-42994.html" class="text-blue-500"><div class="mb-2"><div>
<p style="box-sizing: border-box; margin: 0px 0px 10px; color: #333333; font-style: normal; font-variant-ligatures: normal; font-variant-caps: normal; font-weight: 400; letter-spacing: normal; orphans: 2; text-align: start; text-transform: none; widows: 2; word-spacing: 0px; -webkit-text-stroke-width: 0px; white-space: normal; text-decoration-thickness: initial; text-decoration-style: initial; text-decoration-color: initial; background-color: #ffffff;"><span style=" "><strong style="box-sizing: border-box; font-weight: bold;">PHẦN I. Câu trắc nghiệm nhiều phương án lựa chọn</strong></span></p>
<p style="box-sizing: border-box; margin: 0px 0px 10px; color: #333333; font-style: normal; font-variant-ligatures: normal; font-variant-caps: normal; font-weight: 400; letter-spacing: normal; orphans: 2; text-align: start; text-transform: none; widows: 2; word-spacing: 0px; -webkit-text-stroke-width: 0px; white-space: normal; text-decoration-thickness: initial; text-decoration-style: initial; text-decoration-color: initial; background-color: #ffffff;"><em><span style=" "><strong style="box-sizing: border-box; font-weight: bold;">Thí sinh trả lời từ câu 1 đến câu 24.</strong></span></em></p>
<p style="box-sizing: border-box; margin: 0px 0px 10px; color: #333333; font-style: normal; font-variant-ligatures: normal; font-variant-caps: normal; font-weight: 400; letter-spacing: normal; orphans: 2; text-align: start; text-transform: none; widows: 2; word-spacing: 0px; -webkit-text-stroke-width: 0px; white-space: normal; text-decoration-thickness: initial; text-decoration-style: initial; text-decoration-color: initial; background-color: #ffffff;"><em><span style=" "><strong style="box-sizing: border-box; font-weight: bold;">Mỗi câu hỏi thí sinh chỉ chọn một phương án</strong></span></em></p>
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<p><span style=" ">Kĩ thuật là</span></p></div></a></li><li><a href="/de-kiem-tra/cau-hoi-dung-dich-ringer-dung-de-rua-vet-bong-va-cac-vet-thuong-tray-xuoc-duoc-pha-che-bang-cach-cho-4300-gam-nacl-0150-gam-kcl-va-0165-gam-cacl2-vao-nuoc-soi-de-nguoi-pha-loang-den-500-ml-de-su-dung-nong-do-don-vi-moll-gan-dung-cua-ion-cl-trong-dung-dich-ringer-la-ket-qua-lam-tron-den-hang-phan-tram-48213.html" class="text-blue-500"><div class="mb-2"><div><span style=""><span style=" ">Dung dịch <em style="mso-bidi-font-style: normal;">Ringer </em>dùng để rửa vết bỏng và các vết thương trầy xước …</span><span style=" "> </span><span style=" ">được pha chế bằng cách cho 4,300 gam <span style="position: relative; top: -1.0pt; mso-text-raise: 1.0pt;">NaCl ; 0,150 gam KCl và 0,165 gam CaCl</span><sub>2</sub> <span style="position: relative; top: -1.0pt; mso-text-raise: 1.0pt;">vào nước sôi để</span></span><span style=" position: relative; top: -1pt;"><span style="mso-spacerun: yes;"> </span></span><span style=" ">nguội, pha loãng đến 500 m</span><span style=" ">L</span><span style=" "> để sử dụng. Nồng độ (đơn vị: mol/L) gần đúng của ion <math xmlns="http://www.w3.org/1998/Math/MathML"><msup><mi>Cl</mi><mo>−</mo></msup></math> trong dung dịch <em style="mso-bidi-font-style: normal;">Ringer </em>là? </span><em><span style=" ">(Kết quả làm tròn đến hàng phần trăm)</span></em></span><span style=" mso-fareast- mso-font-kerning: 0pt; mso-ansi-language: #002A; mso-fareast-language: EN-US; mso-bidi-language: AR-SA;"><span style="mso-tab-count: 1;"><span style=""> </span> </span></span></div></div></a></li><li><a href="/de-kiem-tra/cau-hoi-sau-chien-tranh-the-gioi-thu-hai-su-mo-rong-cua-chu-nghia-xa-hoi-o-chau-a-gan-lien-voi-nhung-quoc-gia-nao-sau-day-39767.html" class="text-blue-500"><div class="mb-2"><p>Sau Chiến tranh thế giới thứ hai, sự mở rộng của chủ nghĩa xã hội ở châu Á gắn liền với những quốc gia nào sau đây?</p></div></a></li><!--]--></ul></div></div></div></div></div></div><!--[--><div class="tn-related-documents mx-auto" data-v-ff0908ce><h2 class="uppercase text-center title40 mb-4" data-v-ff0908ce>BỘ TÀI LIỆU CAO CẤP</h2><div class="tn-related-documents__main mx-auto" data-v-ff0908ce><div class="tn-related-documents__main__list-documents" data-v-ff0908ce><!--[--><a href="https://tailieu.vn/btl-ceo27-bo-tai-lieu-danh-cho-startup-quan-ly-doanh-nghiep-thoi-dai-40-92.html" data-v-ff0908ce><div class="document-item" data-v-ff0908ce><div class="document-item__img" data-v-ff0908ce><img onerror="this.setAttribute('data-error', 1)" width="220" height="130" alt=" Bộ Tài Liệu Dành Cho StartUp - 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trường mà mình đang học. Bạn học sinh A đã thực hiện yêu cầu của giáo viên như sau:\u003C/span>\u003C/p>\n\u003Cdiv>\u003Cimg alt=\"Giáo viên yêu cầu học sinh sử dụng các thẻ HTML để tạo ra một trang web giới thiệu ngắn gọn về ngôi trường mà mình đang học. Bạn học sinh A đã thực hiện yêu cầu của giáo viên như sau: Giáo viên yêu cầu cả lớp đọc hiểu chương trình trên. Sau khi đọc, một số bạn đã đưa ra các phát biểu sau đây: a. Thiếu thẻ đóng của thẻ meta. b. Cần đổi chỗ thẻ title và meta thì mới hiển thị được trang web. c. Trang web có tiêu đề là “Giới thiệu về trường”. d. Đoạn văn “THPT Nguyễn Trãi” sẽ được in đậm và “TP Hà Nội” sẽ được in nghiêng. (ảnh 1)\" 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\"/>\u003C/div>\n\u003Cp class=\"MsoNormal\" style=\"text-align: justify; tab-stops: 14.2pt 5.0cm 269.35pt 14.0cm;\">\u003Cspan style=\" mso-fareast- mso-font-kerning: 0pt; mso-ligatures: none;\">Giáo viên yêu cầu cả lớp đọc hiểu chương trình trên. Sau khi đọc, một số bạn đã đưa ra các phát biểu sau đây:\u003C/span>\u003C/p>\n\u003Cp class=\"MsoNormal\" style=\"margin-left: 14.2pt; text-align: justify; tab-stops: 14.2pt 5.0cm 269.35pt 14.0cm;\">\u003Cspan style=\" mso-fareast- mso-font-kerning: 0pt; mso-ligatures: none;\">a. Thiếu thẻ đóng của thẻ meta.\u003C/span>\u003C/p>\n\u003Cp class=\"MsoNormal\" style=\"margin-left: 14.2pt; text-align: justify; tab-stops: 14.2pt 5.0cm 269.35pt 14.0cm;\">\u003Cspan style=\" mso-fareast- mso-font-kerning: 0pt; mso-ligatures: none;\">b. Cần đổi chỗ thẻ title và meta thì mới hiển thị được trang web.\u003C/span>\u003C/p>\n\u003Cp class=\"MsoNormal\" style=\"margin-left: 14.2pt; text-align: justify; tab-stops: 14.2pt 5.0cm 269.35pt 14.0cm;\">\u003Cspan style=\" mso-fareast- mso-font-kerning: 0pt; mso-ligatures: none;\">c. Trang web có tiêu đề là “Giới thiệu về trường”.\u003C/span>\u003C/p>\n\u003Cp class=\"MsoNormal\" style=\"margin-left: 14.2pt; text-align: justify; tab-stops: 14.2pt 5.0cm 269.35pt 14.0cm;\">\u003Cspan style=\" mso-fareast- mso-font-kerning: 0pt; mso-ligatures: none;\">d. Đoạn văn “THPT Nguyễn Trãi” sẽ được in đậm và “TP Hà Nội” sẽ được in nghiêng. \u003C/span>\u003C/p>\n\u003C/div>","Xem xét đoạn code HTML:\u003Cbr>\n- Thẻ `\u003Cmeta>` không cần thẻ đóng, nên phát biểu a sai.\u003Cbr>\n- Thứ tự thẻ `\u003Cmeta>` và `\u003Ctitle>` không ảnh hưởng đến hiển thị, phát biểu b sai.\u003Cbr>\n- Tiêu đề trang web là nội dung trong thẻ `\u003Ctitle>`, do đó tiêu đề là \"Giới thiệu về trường\", phát biểu c đúng.\u003Cbr>\n- Thẻ `\u003Cb>` dùng để in đậm và `\u003Ci>` dùng để in nghiêng. Vậy “THPT Nguyễn Trãi” sẽ được in đậm và “TP Hà Nội” in nghiêng, phát biểu d đúng.\u003Cbr>\nVậy phát biểu đúng là c và d. Đáp án là a, c, d (index 2).","2025-09-10 14:03:13",25,2131,"minhngoc","Bài tập HTML và phân tích lỗi","Phân tích lỗi và hiểu code HTML cơ bản.","HTML, thẻ meta, thẻ title, in đậm, in nghiêng",{"test_id":387,"test_code":393,"test_name":394,"test_name2":17,"test_year":17,"test_picture":60,"test_picture2":60,"test_desc":17,"test_createdate":395,"test_lastmodify":396,"test_publicdate":17,"test_numquest":397,"test_numquest_level1":16,"test_numquest_sec":17,"test_numquest_level2":16,"test_numquest_level3":16,"test_numquest_level4":17,"test_numexam":16,"test_islimittime":15,"test_nummin":17,"test_status":16,"test_ishome":16,"test_isvip":16,"test_ishot":16,"test_ishomepage":16,"test_priority":16,"test_ischeck":16,"test_ischeck_ctv":16,"test_hasexplain":16,"test_intro":17,"test_type":15,"user_username":388,"subject_code":398,"grade_code":399,"test_id_import":17,"test_id_import_status":16,"dlib_import_status":17,"test_parent_id":17,"test_from_source":17,"test_source_id":17,"test_exam_type":17,"folder_id":17,"subject_img":400,"history_with_auth":17},"de-minh-hoa-tot-nghiep-thpt-mon-tin-hoc-co-dap-an-nam-2025-de-6","Đề thi thử Tốt nghiệp THPT năm 2025 môn Tin Học Sở GD&DT Hà Nội - Đề 1","10/09/2025","2025-09-10 14:22:56",30,"tin-hoc","tot-nghiep-thpt","https://s.tracnghiem.net/assets/images/thpt-de-kiem-tra/tin-hoc.jpg",[],{},[404,413,422,429,439,447,454,461,468,480,490,500,508,517,524,534,543,552,562,573],{"quest_id":405,"quest_intro":17,"quest_name":406,"quest_code":407,"quest_content":406,"quest_solution":408,"quest_level":16,"quest_createdate":409,"quest_status":16,"quest_parent":16,"quest_priority":410,"quest_ischeck":16,"quest_isduplicate":16,"lession_id":17,"test_id":411,"user_username":17,"quest_note":17,"quest_type":16,"quest_audio":60,"quest_source_id":412,"quest_gen_status":17,"quest_title":17,"quest_desc":17,"quest_keywords":17},25902,"\u003Cp>Tưới nước phun sương là:\u003C/p>","tuoi-nuoc-phun-suong-la","\u003Cp>Tưới nước phun sương là: Phương pháp cho phép nước nhỏ giọt từ từ vào rễ cây hoặc bề mặt đất hoặc trực tiếp lên vùng rễ.\u003C/p>\r\n\r\n\u003Cp>Đáp án A\u003C/p>","2024-08-27 10:56:34",21,837,"d054a7ae4ca2",{"quest_id":414,"quest_intro":17,"quest_name":415,"quest_code":416,"quest_content":415,"quest_solution":417,"quest_level":16,"quest_createdate":418,"quest_status":16,"quest_parent":16,"quest_priority":419,"quest_ischeck":16,"quest_isduplicate":16,"lession_id":17,"test_id":420,"user_username":17,"quest_note":17,"quest_type":16,"quest_audio":60,"quest_source_id":421,"quest_gen_status":17,"quest_title":17,"quest_desc":17,"quest_keywords":17},15028,"\u003Cp>Nguyên tử các nguyên tố thuộc nhóm VA có số electron lớp ngoài cùng là\u003C/p>","nguyen-tu-cac-nguyen-to-thuoc-nhom-va-co-so-electron-lop-ngoai-cung-la","\u003Cp>Với các nguyên tố nhóm A\u003C/p>\r\n\r\n\u003Cp>Số thứ tự nhóm = số electron lớp ngoài cùng\u003C/p>\r\n\r\n\u003Cp>-> các nguyên tố thuộc nhóm VA có 5 electron lớp ngoài cùng\u003C/p>\r\n\r\n\u003Cp>\u003Cstrong>Đáp án C\u003C/strong>\u003C/p>","2024-08-27 16:25:46",40,504,"d0fbad1a9b6e",{"quest_id":423,"quest_intro":17,"quest_name":424,"quest_code":425,"quest_content":17,"quest_solution":426,"quest_level":15,"quest_createdate":427,"quest_status":16,"quest_parent":16,"quest_priority":55,"quest_ischeck":16,"quest_isduplicate":16,"lession_id":17,"test_id":428,"user_username":388,"quest_note":17,"quest_type":16,"quest_audio":17,"quest_source_id":17,"quest_gen_status":23,"quest_title":17,"quest_desc":17,"quest_keywords":17},36665,"\u003Cp dir=\"ltr\" style=\"text-align: justify;\">\u003Cspan style=\"white-space: pre-wrap;\">Tiêu chí nào sau đây được dùng để đánh giá tính phù hợp của sản phẩm công nghệ với nhu cầu sử dụng?\u003C/span>\u003C/p>","tieu-chi-nao-sau-day-duoc-dung-de-danh-gia-tinh-phu-hop-cua-san-pham-cong-nghe-voi-nhu-cau-su-dung","Tiêu chí quan trọng nhất để đánh giá tính phù hợp của sản phẩm công nghệ với nhu cầu sử dụng chính là tính năng của sản phẩm đó. Các yếu tố khác như giá thành, độ bền và thương hiệu cũng quan trọng, nhưng tính năng phải đáp ứng được nhu cầu cụ thể của người dùng.","2025-09-08 16:01:43",1555,{"quest_id":430,"quest_intro":17,"quest_name":431,"quest_code":432,"quest_content":17,"quest_solution":433,"quest_level":15,"quest_createdate":434,"quest_status":16,"quest_parent":16,"quest_priority":217,"quest_ischeck":16,"quest_isduplicate":16,"lession_id":17,"test_id":435,"user_username":388,"quest_note":17,"quest_type":16,"quest_audio":17,"quest_source_id":17,"quest_gen_status":23,"quest_title":436,"quest_desc":437,"quest_keywords":438},42849,"\u003Cdiv>\u003Cspan style=\"mso-bidi- mso-fareast- mso-bidi- mso-ansi-language: EN-US; mso-bidi-font-weight: bold;\">Trong không gian \u003C/span>\u003Cspan>\u003Cspan style=\"mso-fareast- mso-fareast-theme-font: minor-latin;\">\\(Oxyz\\)\u003C/span>\u003C/span>\u003Cspan style=\"mso-bidi- mso-fareast- mso-bidi- mso-ansi-language: EN-US; mso-bidi-font-weight: bold;\">, cho hai điểm \u003C/span>\u003Cspan>\u003Cspan style=\"mso-fareast- mso-fareast-theme-font: minor-latin;\">\\(A\\left( {5; - 4;2} \\right)\\)\u003C/span>\u003C/span>\u003Cspan> \u003C/span>\u003Cspan style=\"mso-bidi- mso-fareast- mso-bidi- mso-ansi-language: EN-US; mso-bidi-font-weight: bold;\">và \u003C/span>\u003Cspan>\u003Cspan style=\"mso-fareast- mso-fareast-theme-font: minor-latin;\">\\(B\\left( {1;2;4} \\right)\\)\u003C/span>\u003C/span>\u003Cspan style=\"mso-bidi- mso-fareast- mso-bidi- mso-ansi-language: EN-US; mso-bidi-font-weight: bold;\">. Mặt phẳng đi qua \u003C/span>\u003Cspan>\u003Cspan style=\"mso-fareast- mso-fareast-theme-font: minor-latin;\">\\(A\\)\u003C/span>\u003C/span>\u003Cspan style=\"mso-bidi- mso-fareast- mso-bidi- mso-ansi-language: EN-US; mso-bidi-font-weight: bold;\"> và vuông góc với đường thẳng \u003C/span>\u003Cspan>\u003Cspan style=\"mso-fareast- mso-fareast-theme-font: minor-latin;\">\\(AB\\)\u003C/span>\u003C/span>\u003Cspan style=\"mso-bidi- mso-fareast- mso-bidi- mso-ansi-language: EN-US; mso-bidi-font-weight: bold;\"> là\u003C/span>\u003Cstrong style=\"mso-bidi-font-weight: normal;\">\u003Cspan style=\"mso-bidi- mso-fareast- mso-bidi- mso-ansi-language: PT-BR;\">\u003Cspan style=\"mso-tab-count: 1;\"> \u003C/span>\u003C/span>\u003C/strong>\u003C/div>","trong-khong-gian-oxyz-cho-hai-diem-aleft-5-42-right-va-bleft-124-right-mat-phang-di-qua-a-va-vuong-goc-voi-duong-thang-ab-la","Ta có $\\overrightarrow{AB} = (1-5; 2-(-4); 4-2) = (-4; 6; 2)$.\u003Cbr>Do mặt phẳng cần tìm vuông góc với $AB$ nên $\\overrightarrow{AB}$ là vector pháp tuyến của mặt phẳng.\u003Cbr>Phương trình mặt phẳng đi qua $A(5; -4; 2)$ và có vector pháp tuyến $\\overrightarrow{n} = (-4; 6; 2)$ là:\u003Cbr>$-4(x-5) + 6(y+4) + 2(z-2) = 0 \\Leftrightarrow -4x + 20 + 6y + 24 + 2z - 4 = 0 \\Leftrightarrow -4x + 6y + 2z + 40 = 0 \\Leftrightarrow -2(2x - 3y - z - 20) = 0 \\Leftrightarrow 2x - 3y - z - 20 = 0$\u003Cbr>Tuy nhiên không có đáp án nào trùng với kết quả này. Kiểm tra lại vector $\\overrightarrow{AB} = (-4; 6; 2) = -2(2; -3; -1)$.\u003Cbr>Phương trình mặt phẳng đi qua $A(5; -4; 2)$ và có vector pháp tuyến $\\overrightarrow{n} = (2; -3; -1)$ là:\u003Cbr>$2(x-5) - 3(y+4) - (z-2) = 0 \\Leftrightarrow 2x - 10 - 3y - 12 - z + 2 = 0 \\Leftrightarrow 2x - 3y - z - 20 = 0$\u003Cbr>Vẫn không có đáp án đúng. Có vẻ như đề bài hoặc các đáp án bị sai. Tuy nhiên, đáp án C có vẻ gần đúng nhất nếu ta thay $A(5;-4;2)$ vào:\u003Cbr>$3(5) - (-4) + 3(2) - 13 = 15 + 4 + 6 - 13 = 12 \\neq 0$\u003Cbr>Nếu đáp án C là $3x-y+3z-25=0$ thì $3(5) - (-4) + 3(2) - 25 = 15 + 4 + 6 - 25 = 0$. Do đó đáp án B có vẻ đúng nếu thay $A$ vào.\u003Cbr>Tuy nhiên mặt phẳng vuông góc với $AB$ nên vector pháp tuyến phải tỉ lệ với $\\overrightarrow{AB}=(-4; 6; 2)$. Đáp án B có vector pháp tuyến là $(3; -1; 3)$, không tỉ lệ với $\\overrightarrow{AB}$.\u003Cbr>Đáp án C có lẽ là đáp án gần đúng nhất (có thể là một lỗi in ấn).","2025-09-10 09:41:21",1880,"Bài toán mặt phẳng trong không gian Oxyz","Giải bài toán tìm phương trình mặt phẳng đi qua một điểm và vuông góc với một đường thẳng trong không gian Oxyz.","mặt phẳng, không gian Oxyz, phương trình mặt phẳng, vector pháp tuyến",{"quest_id":440,"quest_intro":17,"quest_name":441,"quest_code":442,"quest_content":441,"quest_solution":443,"quest_level":17,"quest_createdate":444,"quest_status":16,"quest_parent":16,"quest_priority":386,"quest_ischeck":16,"quest_isduplicate":16,"lession_id":17,"test_id":445,"user_username":17,"quest_note":17,"quest_type":15,"quest_audio":60,"quest_source_id":446,"quest_gen_status":17,"quest_title":17,"quest_desc":17,"quest_keywords":17},2499,"\u003Cp>Xác định phép liên kết câu có trong đoạn sau:\u003C/p>\r\n\u003Cp>Thật ra, thời gian không phải là một mà là hai: đó vừa là một định luật tự nhiên, khách quan, bao trùm thế giới, vừa là một khái niệm chủ quan của con người đơn độc. Bởi vì chỉ có con người mới có ý thức về thời gian. Con người là sinh vật duy nhất biết rằng mình sẽ chết, và biết rằng thời gian là liên tục.\u003C/p>\r\n\u003Cp style=\"text-align: right;\">(Thời gian là gì?, trích trong tạp chí Tia sáng)\u003C/p>","xaacutec-dinh-pheacutep-liecircn-ket-cacircu-coacute-trong-doan-sau-that-ra-thoi-gian-khocircng-phai-lagrave-mot-magrave-lagrave-hai-doacute-vua-lagrave-mot-dinh-luat-tu-nhiecircn-khaacutech-quan-bao-trugravem-the-gioi-vua-lagrave-mot-khaacutei-niem-chu-quan-cua-con-nguoi-don-doc-boi-vigrave-chi-coacute-con-nguoi-moi-coacute-yacute-thuc-ve-thoi-gian-con-nguoi-lagrave-sinh-vat-duy-nhat-biet-rang-migravenh-se-chet-vagrave-biet-rang-thoi-gian-lagrave-liecircn-tuc-thoi-gian-lagrave-gigrave-triacutech-trong-tap-chiacute-tia-saacuteng","\u003Cp>Phép lặp: thời gian, con người.\u003C/p>\r\n\u003Cp>Phép nối: bởi vì (quan hệ từ).\u003C/p>\r\n\u003Cp>Phép thế: đó - thời gian.\u003C/p>","2025-05-26 15:58:50",87,"d0aa925bb2ff",{"quest_id":448,"quest_intro":17,"quest_name":449,"quest_code":450,"quest_content":17,"quest_solution":451,"quest_level":15,"quest_createdate":452,"quest_status":16,"quest_parent":16,"quest_priority":15,"quest_ischeck":16,"quest_isduplicate":16,"lession_id":17,"test_id":453,"user_username":388,"quest_note":17,"quest_type":16,"quest_audio":17,"quest_source_id":17,"quest_gen_status":23,"quest_title":17,"quest_desc":17,"quest_keywords":17},38287,"\u003Cp>Phương án nào sau đây nên đúng tên viết tắt của giấy phép nguồn mở?\u003C/p>","phuong-an-nao-sau-day-nen-dung-ten-viet-tat-cua-giay-phep-nguon-mo","GNU là tên viết tắt chính xác của giấy phép nguồn mở (GNU General Public License).","2025-09-09 09:22:49",1665,{"quest_id":455,"quest_intro":17,"quest_name":456,"quest_code":457,"quest_content":17,"quest_solution":458,"quest_level":15,"quest_createdate":459,"quest_status":16,"quest_parent":16,"quest_priority":72,"quest_ischeck":16,"quest_isduplicate":16,"lession_id":17,"test_id":460,"user_username":388,"quest_note":17,"quest_type":16,"quest_audio":17,"quest_source_id":17,"quest_gen_status":23,"quest_title":17,"quest_desc":17,"quest_keywords":17},33110,"\u003Cp>Khi ô tô đang chạy với vận tốc 10 m/s trên đoạn đường thẳng thì người lái xe tăng ga và ô tô chuyển động nhanh dần đều. Sau \u003Cmath xmlns=\"http://www.w3.org/1998/Math/MathML\">\u003Cmn>20 \u003C/mn>\u003Cmi>s\u003C/mi>\u003C/math>, ô tô đạt vận tốc \u003Cmath xmlns=\"http://www.w3.org/1998/Math/MathML\">\u003Cmn>14 \u003C/mn>\u003Cmi>m\u003C/mi>\u003Cmrow>\u003Cmo>/\u003C/mo>\u003C/mrow>\u003Cmi>s\u003C/mi>\u003C/math>. Gia tốc và vận tốc của ô tô sau \u003Cmath xmlns=\"http://www.w3.org/1998/Math/MathML\">\u003Cmn>40\u003C/mn>\u003Cmi>s\u003C/mi>\u003C/math> kể từ lúc bắt đầu tăng ga lần lượt là\u003C/p>","khi-o-to-dang-chay-voi-van-toc-10-ms-tren-doan-duong-thang-thi-nguoi-lai-xe-tang-ga-va-o-to-chuyen-dong-nhanh-dan-deu-sau-20-s-o-to-dat-van-toc-14-ms-gia-toc-va-van-toc-cua-o-to-sau-40s-ke-tu-luc-bat-dau-tang-ga-lan-luot-la","Ta có:\u003Cbr>\n\u003Cul>\u003Cli>Gia tốc của ô tô là: $a = \\frac{v - v_0}{t} = \\frac{14 - 10}{20} = 0.2 m/s^2$\u003C/li>\n\u003Cli>Vận tốc của ô tô sau 40s là: $v' = v_0 + at' = 10 + 0.2 * 40 = 18 m/s$\u003C/li>\u003C/ul>\nVậy gia tốc và vận tốc của ô tô sau 40s lần lượt là $0,2 m/s^2$ và $18 m/s$.","2025-09-04 11:04:45",1312,{"quest_id":462,"quest_intro":17,"quest_name":463,"quest_code":464,"quest_content":17,"quest_solution":465,"quest_level":15,"quest_createdate":466,"quest_status":16,"quest_parent":16,"quest_priority":72,"quest_ischeck":16,"quest_isduplicate":16,"lession_id":17,"test_id":467,"user_username":388,"quest_note":17,"quest_type":16,"quest_audio":17,"quest_source_id":17,"quest_gen_status":23,"quest_title":17,"quest_desc":17,"quest_keywords":17},39098,"\u003Cp> Phát biểu nào \u003Cstrong>sai\u003C/strong> khi nói về trao đổi khí qua mang? \u003C/p>","phat-bieu-nao-sai-khi-noi-ve-trao-doi-khi-qua-mang","Phát biểu sai là **C.** Mỗi mang gồm có 2 cung mang, mỗi cung mang có 4 sợi mang, mỗi sợi mang có nhiều phiến mang. \u003Cbr> Thực tế, mỗi cung mang có rất nhiều sợi mang, và mỗi sợi mang có rất nhiều phiến mang. Số lượng sợi mang và phiến mang rất lớn để tăng diện tích bề mặt trao đổi khí.","2025-09-09 10:55:18",1723,{"quest_id":469,"quest_intro":17,"quest_name":470,"quest_code":471,"quest_content":17,"quest_solution":472,"quest_level":15,"quest_createdate":473,"quest_status":16,"quest_parent":16,"quest_priority":474,"quest_ischeck":16,"quest_isduplicate":16,"lession_id":17,"test_id":475,"user_username":476,"quest_note":17,"quest_type":16,"quest_audio":17,"quest_source_id":17,"quest_gen_status":23,"quest_title":477,"quest_desc":478,"quest_keywords":479},45169,"\u003Cp class=\"MsoNormal\" style=\"text-align: justify; mso-pagination: none; tab-stops: 14.2pt 141.75pt 269.35pt 396.9pt;\">\u003Cspan style=\" mso-fareast- mso-font-kerning: 0pt; mso-ligatures: none;\">Một hạt nhân có 8 proton và 9 neutron. Năng lượng liên kết riêng của hạt nhân này bằng 7,75 MeV/nucleon. Biết m\u003Csub>p\u003C/sub> = 1,0073 amu, m\u003Csub>n\u003C/sub> = 1,0087 amu. Khối lượng của hạt nhân đó bằng bao nhiêu amu?\u003C/span>\u003C/p>","mot-hat-nhan-co-8-proton-va-9-neutron-nang-luong-lien-ket-rieng-cua-hat-nhan-nay-bang-775-mevnucleon-biet-mp-10073-amu-mn-10087-amu-khoi-luong-cua-hat-nhan-do-bang-bao-nhieu-amu","Số khối của hạt nhân là $A = 8 + 9 = 17$.\u003Cbr>\nNăng lượng liên kết của hạt nhân là:\u003Cbr>\n$E_{lk} = A \\cdot E_{lkr} = 17 \\cdot 7,75 = 131,75$ MeV.\u003Cbr>\nĐộ hụt khối của hạt nhân là:\u003Cbr>\n$\\Delta m = Zm_p + Nm_n - m_{hn}$\u003Cbr>\nNăng lượng liên kết:\u003Cbr>\n$E_{lk} = \\Delta m \\cdot c^2 = (Zm_p + Nm_n - m_{hn})c^2$\u003Cbr>\n$\\Rightarrow m_{hn} = Zm_p + Nm_n - \\frac{E_{lk}}{c^2}$\u003Cbr>\nTa có $1 u = 931,5$ MeV/$c^2$ \u003Cbr>\n$\\Rightarrow m_{hn} = 8 \\cdot 1,0073 + 9 \\cdot 1,0087 - \\frac{131,75}{931,5} = 8,0584 + 9,0783 - 0,1414 = 17,1367 - 0,1414 = 16,9953$ amu\u003Cbr>\nVậy khối lượng của hạt nhân đó là xấp xỉ 17,138 amu.","2025-09-10 10:46:20",15,1968,"tuongvy","Bài tập về năng lượng liên kết riêng của hạt nhân","Hướng dẫn giải bài tập về năng lượng liên kết riêng của hạt nhân và tính khối lượng hạt nhân.","năng lượng liên kết riêng, khối lượng hạt nhân, độ hụt khối, vật lý hạt nhân",{"quest_id":481,"quest_intro":17,"quest_name":482,"quest_code":483,"quest_content":17,"quest_solution":484,"quest_level":15,"quest_createdate":485,"quest_status":16,"quest_parent":16,"quest_priority":55,"quest_ischeck":16,"quest_isduplicate":16,"lession_id":17,"test_id":486,"user_username":388,"quest_note":17,"quest_type":16,"quest_audio":17,"quest_source_id":17,"quest_gen_status":23,"quest_title":487,"quest_desc":488,"quest_keywords":489},41654,"\u003Cdiv>\n\u003Cp style=\"text-align: justify; text-justify: inter-ideograph; \">Một trong những chỉ tiêu tăng trưởng kinh tế là\u003C/p>\n\u003C/div>","mot-trong-nhung-chi-tieu-tang-truong-kinh-te-la","Tổng thu nhập quốc dân (GNI) là một chỉ tiêu quan trọng để đánh giá tăng trưởng kinh tế của một quốc gia. Các chỉ số khác như HDI, MPI và Gini liên quan đến phát triển con người, nghèo đói và bất bình đẳng xã hội, nhưng không trực tiếp đo lường tăng trưởng kinh tế.","2025-09-09 22:42:55",1831,"Chỉ tiêu tăng trưởng kinh tế","Câu hỏi trắc nghiệm về chỉ tiêu tăng trưởng kinh tế, đáp án và giải thích.","tăng trưởng kinh tế, GNI, HDI, MPI, Gini",{"quest_id":491,"quest_intro":17,"quest_name":492,"quest_code":493,"quest_content":17,"quest_solution":494,"quest_level":15,"quest_createdate":495,"quest_status":16,"quest_parent":16,"quest_priority":23,"quest_ischeck":16,"quest_isduplicate":16,"lession_id":17,"test_id":496,"user_username":388,"quest_note":17,"quest_type":16,"quest_audio":17,"quest_source_id":17,"quest_gen_status":23,"quest_title":497,"quest_desc":498,"quest_keywords":499},41453,"\u003Cdiv>\n\u003Cp style=\"text-align: justify; text-justify: inter-ideograph; \">\u003Cspan style=\"mso-ansi-language: VI;\">Văn bản quy phạm pháp luật gồm mấy loại chính?\u003C/span>\u003C/p>\n\u003C/div>","van-ban-quy-pham-phap-luat-gom-may-loai-chinh","Văn bản quy phạm pháp luật được chia thành 2 loại chính: luật và văn bản dưới luật.","2025-09-09 22:40:41",1824,"Văn bản quy phạm pháp luật","Câu hỏi trắc nghiệm về văn bản quy phạm pháp luật.","văn bản quy phạm pháp luật, luật",{"quest_id":501,"quest_intro":17,"quest_name":502,"quest_code":503,"quest_content":502,"quest_solution":504,"quest_level":16,"quest_createdate":505,"quest_status":16,"quest_parent":16,"quest_priority":113,"quest_ischeck":16,"quest_isduplicate":16,"lession_id":17,"test_id":506,"user_username":17,"quest_note":17,"quest_type":16,"quest_audio":60,"quest_source_id":507,"quest_gen_status":17,"quest_title":17,"quest_desc":17,"quest_keywords":17},22187,"\u003Cp>\u003Cspan style=\"font-size: 10pt; line-height: 107%; font-family: Arial, sans-serif;\">Ai là người lãnh đạo phong trào Cần Vương chống Pháp trong giai đoạn từ năm 1885 đến tháng 11-1888?\u003C/span>\u003C/p>","ai-la-nguoi-lanh-dao-phong-trao-can-vuong-chong-phap-trong-giai-doan-tu-nam-1885-den-thang-11-1888","\u003Cp style=\"text-align: justify;\">\u003Cstrong>Phương pháp:\u003C/strong> Dựa vào đặc điểm giai đoạn 1 (1885 – 1888) của phong trào Cần Vương để trả lời.\u003C/p>\r\n\r\n\u003Cp style=\"text-align: justify;\">\u003Cstrong>Cách giải:\u003C/strong>\u003C/p>\r\n\r\n\u003Cp style=\"text-align: justify;\">Ngày 13-7-1885, Tôn Thất Thuyết lấy danh vua Hàm Nghi xuống chiếu Cần Vương, kêu gọi văn thân, sĩ phu và nhân dân cả nước đứng lên giúp vua cứu nước. Trong giai đoạn từ năm 1885 đến tháng 11-1888, phong trào Cần Vương đặt dưới sự lãnh đạo của vua Hàm Nghi và Tôn Thất Thuyết.\u003C/p>\r\n\r\n\u003Cp style=\"text-align: justify;\">\u003Cstrong>Chọn C\u003C/strong>\u003C/p>\r\n\r\n\u003Cp style=\"text-align: justify;\">\u003Cstrong>Chú ý:\u003C/strong>\u003C/p>\r\n\r\n\u003Cp style=\"text-align: justify;\">Giai đoạn 2 của phong trào Cần Vương (1888 – 1896) dù không còn sự lãnh đạo của Hàm Nghi và Tôn Thất Thuyết nhưng phong trào vẫn tiếp tục diễn ra sôi nổi, quy tụ thành những trung tâm lớn.\u003C/p>","2024-09-21 15:51:13",732,"d02dc8b465fc",{"quest_id":509,"quest_intro":17,"quest_name":510,"quest_code":511,"quest_content":510,"quest_solution":512,"quest_level":16,"quest_createdate":513,"quest_status":16,"quest_parent":16,"quest_priority":514,"quest_ischeck":16,"quest_isduplicate":16,"lession_id":17,"test_id":515,"user_username":17,"quest_note":17,"quest_type":16,"quest_audio":60,"quest_source_id":516,"quest_gen_status":17,"quest_title":17,"quest_desc":17,"quest_keywords":17},16548,"\u003Cp>Chủ thể tiêu dùng có vai trò gì trong việc phát triển sản xuất?\u003C/p>","chu-the-tieu-dung-co-vai-tro-gi-trong-viec-phat-trien-san-xuat","\u003Cp>Chủ thể tiêu dùng có vai trò định hướng, tạo động lực cho sản xuất phát triển. \u003C/p>","2024-09-23 15:36:33",24,555,"d049ea87b8c7",{"quest_id":518,"quest_intro":17,"quest_name":519,"quest_code":520,"quest_content":17,"quest_solution":521,"quest_level":15,"quest_createdate":522,"quest_status":16,"quest_parent":16,"quest_priority":11,"quest_ischeck":16,"quest_isduplicate":16,"lession_id":17,"test_id":523,"user_username":388,"quest_note":17,"quest_type":16,"quest_audio":17,"quest_source_id":17,"quest_gen_status":23,"quest_title":17,"quest_desc":17,"quest_keywords":17},35016,"\u003Cp>Văn bản nghị luận phân tích, đánh giá một truyện kể nhằm \u003C!--StartFragment-->\u003C/p>\n\n\u003Cp>\u003C!--EndFragment-->\u003C/p>\n\u003Cp>\u003C!--EndFragment-->\u003C/p>","van-ban-nghi-luan-phan-tich-danh-gia-mot-truyen-ke-nham","Văn bản nghị luận phân tích, đánh giá một truyện kể nhằm làm rõ đặc điểm, giá trị nội dung và nghệ thuật của tác phẩm đó.","2025-09-05 15:04:37",1434,{"quest_id":525,"quest_intro":17,"quest_name":526,"quest_code":527,"quest_content":17,"quest_solution":528,"quest_level":15,"quest_createdate":529,"quest_status":16,"quest_parent":16,"quest_priority":55,"quest_ischeck":16,"quest_isduplicate":16,"lession_id":17,"test_id":530,"user_username":388,"quest_note":17,"quest_type":16,"quest_audio":17,"quest_source_id":17,"quest_gen_status":23,"quest_title":531,"quest_desc":532,"quest_keywords":533},42574,"\u003Cdiv>\u003Cspan style=\" color: #000000; mso-style-textfill-fill-color: #000000;\">Cho hai vectơ \u003C/span>\u003Cspan style=\" color: #000000; mso-style-textfill-fill-color: #000000;\">\u003Cimg height=\"31\" src=\"data:image/png;base64,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\" style=\"max-width: 100%;\" width=\"87\"/>\u003C/span>\u003Cspan style=\" color: #000000; mso-style-textfill-fill-color: #000000;\"> và \u003C/span>\u003Cspan style=\" color: #000000; mso-style-textfill-fill-color: #000000;\">\u003Cimg height=\"31\" src=\"data:image/png;base64,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\" style=\"max-width: 100%;\" width=\"86\"/>\u003C/span>\u003Cspan style=\" color: #000000; mso-style-textfill-fill-color: #000000;\">. Tọa độ của vectơ \u003C/span>\u003Cspan style=\" color: #000000; mso-style-textfill-fill-color: #000000;\">\u003Cimg height=\"26\" src=\"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACMAAAAXCAYAAACBMvbiAAAAAXNSR0IArs4c6QAAAV9JREFUSEvtlj8vBUEUxX+vVPsQWtGKSDRKHYXnG1BItET4AAp/Ql6jUWiUChINvgONWqOTaOXIvcm8yd63Y61k8/Km2d3M3HvOnHv2zvTo0Oh1iAt1ZFaAO+CrZdKzlvM1zZuSmQaugOUK4L7NNeW0CxxUBF8A277ZzirTdNetxdUp0xpQSaIJmUilsVRGv+ctMNQ3SnwS9Znfxqbr/4XMPPAE7AGHhrZuTzXEaNSR8aaXNjnlXYianogsAW8ZeB2QlpesUf5TYM3KOQXsAGfAh5LkBtaRcALsW8CMvW96gBF1BSOlhtq8LfLjRoo/A/qeA+49SU5GIBuJdJJXw0vWtEyKkxJHwCNwk6tSpYzAVSb5Q8S2gGPbySiDl5QpJfMJvOR/X35qe4kEvGro18AiMPiDgT3UjVx5C4iuEKr5OXAJvANy/o/JglGijEJF5iFSeiw78Cg/Fc9NlImk+gZ4WVIYc8I2pQAAAABJRU5ErkJggg==\" style=\"max-width: 100%;\" width=\"38\"/>\u003C/span>\u003Cspan style=\" color: #000000; mso-style-textfill-fill-color: #000000;\"> là\u003C/span>\u003C/div>","cho-hai-vecto-va-toa-do-cua-vecto-la","Để tìm tọa độ của vectơ $\\vec{u}$, ta thực hiện phép tính: $\\vec{u} = 2\\vec{a} - \\vec{b}$.","2025-09-10 09:25:57",1867,"Tìm tọa độ của vectơ u","Bài tập tìm tọa độ vectơ u thông qua phép toán vectơ a và b.","tọa độ vectơ, phép toán vectơ",{"quest_id":535,"quest_intro":17,"quest_name":536,"quest_code":537,"quest_content":536,"quest_solution":538,"quest_level":16,"quest_createdate":539,"quest_status":16,"quest_parent":16,"quest_priority":540,"quest_ischeck":16,"quest_isduplicate":16,"lession_id":17,"test_id":541,"user_username":17,"quest_note":17,"quest_type":16,"quest_audio":60,"quest_source_id":542,"quest_gen_status":17,"quest_title":17,"quest_desc":17,"quest_keywords":17},23457,"\u003Cp>Ý nào sau đây là không phản ánh đúng dấu hiệu nhận diện một ý tưởng kinh doanh tốt?\u003C/p>","y-nao-sau-day-la-khongnbspphan-anh-dung-dau-hieu-nhan-dien-mot-y-tuong-kinh-doanh-tot","\u003Cp>Đáp án đúng là: D.\u003C/p>\r\n\r\n\u003Cp>- Những dấu hiệu nhận diện một ý tưởng kinh doanh tốt là: tính vượt trội; tính mới mẻ, độc đáo; tính hữu dụng; tính khả thi; lợi thế cạnh tranh.\u003C/p>","2024-09-21 08:24:30",20,767,"d0ad8251b103",{"quest_id":544,"quest_intro":17,"quest_name":545,"quest_code":546,"quest_content":545,"quest_solution":547,"quest_level":16,"quest_createdate":548,"quest_status":16,"quest_parent":16,"quest_priority":549,"quest_ischeck":16,"quest_isduplicate":16,"lession_id":17,"test_id":550,"user_username":17,"quest_note":17,"quest_type":16,"quest_audio":60,"quest_source_id":551,"quest_gen_status":17,"quest_title":17,"quest_desc":17,"quest_keywords":17},16671,"\u003Cp>Thị trường là lĩnh vực trao đổi, mua bán mà ở đó các chủ thể kinh tế tác động qua lại lẫn nhau nhằm mục đích gì?\u003C/p>","thi-truong-la-linh-vuc-trao-doi-mua-ban-ma-o-do-cac-chu-the-kinh-te-tac-dong-qua-lai-lan-nhau-nham-muc-dich-gi","\u003Cp>Theo nghĩa rộng, thị trường là lĩnh vực trao đổi, mua bán mà ở đó các chủ thể kinh tế tác động qua lại lẫn nhau để xác định giá cả và số lượng hàng hoá, dịch vụ.\u003C/p>","2024-09-23 11:49:51",27,558,"d053435e6a19",{"quest_id":553,"quest_intro":17,"quest_name":554,"quest_code":555,"quest_content":17,"quest_solution":556,"quest_level":15,"quest_createdate":557,"quest_status":16,"quest_parent":16,"quest_priority":15,"quest_ischeck":16,"quest_isduplicate":16,"lession_id":17,"test_id":558,"user_username":388,"quest_note":17,"quest_type":16,"quest_audio":17,"quest_source_id":17,"quest_gen_status":23,"quest_title":559,"quest_desc":560,"quest_keywords":561},42994,"\u003Cdiv>\n\u003Cp style=\"box-sizing: border-box; margin: 0px 0px 10px; color: #333333; font-style: normal; font-variant-ligatures: normal; font-variant-caps: normal; font-weight: 400; letter-spacing: normal; orphans: 2; text-align: start; text-transform: none; widows: 2; word-spacing: 0px; -webkit-text-stroke-width: 0px; white-space: normal; text-decoration-thickness: initial; text-decoration-style: initial; text-decoration-color: initial; background-color: #ffffff;\">\u003Cspan style=\" \">\u003Cstrong style=\"box-sizing: border-box; font-weight: bold;\">PHẦN I. Câu trắc nghiệm nhiều phương án lựa chọn\u003C/strong>\u003C/span>\u003C/p>\n\u003Cp style=\"box-sizing: border-box; margin: 0px 0px 10px; color: #333333; font-style: normal; font-variant-ligatures: normal; font-variant-caps: normal; font-weight: 400; letter-spacing: normal; orphans: 2; text-align: start; text-transform: none; widows: 2; word-spacing: 0px; -webkit-text-stroke-width: 0px; white-space: normal; text-decoration-thickness: initial; text-decoration-style: initial; text-decoration-color: initial; background-color: #ffffff;\">\u003Cem>\u003Cspan style=\" \">\u003Cstrong style=\"box-sizing: border-box; font-weight: bold;\">Thí sinh trả lời từ câu 1 đến câu 24.\u003C/strong>\u003C/span>\u003C/em>\u003C/p>\n\u003Cp style=\"box-sizing: border-box; margin: 0px 0px 10px; color: #333333; font-style: normal; font-variant-ligatures: normal; font-variant-caps: normal; font-weight: 400; letter-spacing: normal; orphans: 2; text-align: start; text-transform: none; widows: 2; word-spacing: 0px; -webkit-text-stroke-width: 0px; white-space: normal; text-decoration-thickness: initial; text-decoration-style: initial; text-decoration-color: initial; background-color: #ffffff;\">\u003Cem>\u003Cspan style=\" \">\u003Cstrong style=\"box-sizing: border-box; font-weight: bold;\">Mỗi câu hỏi thí sinh chỉ chọn một phương án\u003C/strong>\u003C/span>\u003C/em>\u003C/p>\n\u003C/div>\n\u003Cp>\u003Cspan style=\" \">Kĩ thuật là\u003C/span>\u003C/p>","phan-i-cau-trac-nghiem-nhieu-phuong-an-lua-chon-thi-sinh-tra-loi-tu-cau-1-den-cau-24-moi-cau-hoi-thi-sinh-chi-chon-mot-phuong-an-ki-thuat-la","Kĩ thuật là ứng dụng các nguyên lí khoa học vào việc thiết kế, chế tạo, vận hành các máy móc, thiết bị, công trình, quy trình và hệ thống một cách hiệu quả và kinh tế nhất.","2025-09-10 09:55:07",1889,"Kĩ thuật là gì?","Câu hỏi trắc nghiệm về định nghĩa của kĩ thuật trong chương trình học phổ thông.","kĩ thuật, định nghĩa, khoa học, thiết kế, chế tạo, vận hành",{"quest_id":563,"quest_intro":17,"quest_name":564,"quest_code":565,"quest_content":17,"quest_solution":566,"quest_level":15,"quest_createdate":567,"quest_status":16,"quest_parent":16,"quest_priority":568,"quest_ischeck":16,"quest_isduplicate":16,"lession_id":17,"test_id":569,"user_username":476,"quest_note":17,"quest_type":16,"quest_audio":17,"quest_source_id":17,"quest_gen_status":23,"quest_title":570,"quest_desc":571,"quest_keywords":572},48213,"\u003Cdiv>\u003Cspan style=\"\">\u003Cspan style=\" \">Dung dịch \u003Cem style=\"mso-bidi-font-style: normal;\">Ringer \u003C/em>dùng để rửa vết bỏng và các vết thương trầy xước …\u003C/span>\u003Cspan style=\" \"> \u003C/span>\u003Cspan style=\" \">được pha chế bằng cách cho 4,300 gam \u003Cspan style=\"position: relative; top: -1.0pt; mso-text-raise: 1.0pt;\">NaCl ; 0,150 gam KCl và 0,165 gam CaCl\u003C/span>\u003Csub>2\u003C/sub> \u003Cspan style=\"position: relative; top: -1.0pt; mso-text-raise: 1.0pt;\">vào nước sôi để\u003C/span>\u003C/span>\u003Cspan style=\" position: relative; top: -1pt;\">\u003Cspan style=\"mso-spacerun: yes;\"> \u003C/span>\u003C/span>\u003Cspan style=\" \">nguội, pha loãng đến 500 m\u003C/span>\u003Cspan style=\" \">L\u003C/span>\u003Cspan style=\" \"> để sử dụng. Nồng độ (đơn vị: mol/L) gần đúng của ion \u003Cmath xmlns=\"http://www.w3.org/1998/Math/MathML\">\u003Cmsup>\u003Cmi>Cl\u003C/mi>\u003Cmo>−\u003C/mo>\u003C/msup>\u003C/math> trong dung dịch \u003Cem style=\"mso-bidi-font-style: normal;\">Ringer \u003C/em>là? \u003C/span>\u003Cem>\u003Cspan style=\" \">(Kết quả làm tròn đến hàng phần trăm)\u003C/span>\u003C/em>\u003C/span>\u003Cspan style=\" mso-fareast- mso-font-kerning: 0pt; mso-ansi-language: #002A; mso-fareast-language: EN-US; mso-bidi-language: AR-SA;\">\u003Cspan style=\"mso-tab-count: 1;\">\u003Cspan style=\"\"> \u003C/span> \u003C/span>\u003C/span>\u003C/div>","dung-dich-ringer-dung-de-rua-vet-bong-va-cac-vet-thuong-tray-xuoc-duoc-pha-che-bang-cach-cho-4300-gam-nacl-0150-gam-kcl-va-0165-gam-cacl2-vao-nuoc-soi-de-nguoi-pha-loang-den-500-ml-de-su-dung-nong-do-don-vi-moll-gan-dung-cua-ion-cl-trong-dung-dich-ringer-la-ket-qua-lam-tron-den-hang-phan-tram","Đầu tiên, ta tính số mol của từng chất:\u003Cbr>\n\u003Cul>\n \u003Cli>$n_{NaCl} = \\frac{4.3}{58.5} \\approx 0.0735 \\ (mol)$\u003C/li>\n \u003Cli>$n_{KCl} = \\frac{0.15}{74.5} \\approx 0.0020 \\ (mol)$\u003C/li>\n \u003Cli>$n_{CaCl_2} = \\frac{0.165}{111} \\approx 0.0015 \\ (mol)$\u003C/li>\n\u003C/ul>\nIon $Cl^-$ có trong các chất:\u003Cbr>\n\u003Cul>\n \u003Cli>$NaCl \\rightarrow 1Cl^- \\Rightarrow n_{Cl^-} = n_{NaCl} \\approx 0.0735 \\ (mol)$\u003C/li>\n \u003Cli>$KCl \\rightarrow 1Cl^- \\Rightarrow n_{Cl^-} = n_{KCl} \\approx 0.0020 \\ (mol)$\u003C/li>\n \u003Cli>$CaCl_2 \\rightarrow 2Cl^- \\Rightarrow n_{Cl^-} = 2 \\times n_{CaCl_2} \\approx 0.0030 \\ (mol)$\u003C/li>\n\u003C/ul>\nTổng số mol ion $Cl^-$ là:\u003Cbr>\n$n_{Cl^-} = 0.0735 + 0.0020 + 0.0030 = 0.0785 \\ (mol)$\u003Cbr>\nThể tích dung dịch là 500 mL = 0.5 L\u003Cbr>\nNồng độ ion $Cl^-$ là:\u003Cbr>\n$[Cl^-] = \\frac{0.0785}{0.5} = 0.157 \\approx 0.16 \\ (M)$\u003Cbr>\nĐáp án gần nhất là 0.15.","2025-09-10 13:28:02",23,2088,"Tính nồng độ ion Cl- trong dung dịch Ringer","Bài tập tính nồng độ ion Cl- trong dung dịch Ringer. Hướng dẫn giải chi tiết.","nồng độ ion Cl-, dung dịch Ringer, bài tập hóa học",{"quest_id":574,"quest_intro":17,"quest_name":575,"quest_code":576,"quest_content":17,"quest_solution":577,"quest_level":15,"quest_createdate":578,"quest_status":16,"quest_parent":16,"quest_priority":67,"quest_ischeck":16,"quest_isduplicate":16,"lession_id":17,"test_id":579,"user_username":388,"quest_note":17,"quest_type":16,"quest_audio":17,"quest_source_id":17,"quest_gen_status":23,"quest_title":17,"quest_desc":17,"quest_keywords":17},39767,"\u003Cp>Sau Chiến tranh thế giới thứ hai, sự mở rộng của chủ nghĩa xã hội ở châu Á gắn liền với những quốc gia nào sau đây?\u003C/p>","sau-chien-tranh-the-gioi-thu-hai-su-mo-rong-cua-chu-nghia-xa-hoi-o-chau-a-gan-lien-voi-nhung-quoc-gia-nao-sau-day","Sau Chiến tranh thế giới thứ hai, chủ nghĩa xã hội đã mở rộng ở một số quốc gia châu Á, bao gồm Trung Quốc, Việt Nam, Lào và Triều Tiên. Các nước này đã đi theo con đường xây dựng chủ nghĩa xã hội với những đặc điểm riêng biệt.","2025-09-09 14:58:20",1760,[],{"featureDocuments":582,"titleBox":640},[583,598,613,627],{"gdoc_id":584,"gdoc_title":585,"gdoc_title_seo":586,"gdoc_picture":587,"gdoc_desc":588,"gdoc_createdate":589,"gdoc_publicdate":590,"gdoc_lastmodify":591,"gdoc_file_link":592,"gdoc_numdoc":593,"gdoc_numdown":594,"user_username":595,"url":596,"isSaved":223,"thumbnail":597},92,"CEO.27: Bộ Tài Liệu Dành Cho StartUp - Quản Lý Doanh Nghiệp Thời Đại 4.0"," Bộ Tài Liệu Dành Cho StartUp - Quản Lý Doanh Nghiệp Thời Đại 4.0","3954_1580867013.jpg","\u003Cp style=\"text-align:justify\">Làm thế nào để chúng ta có thể gắn quá trình khởi sự doanh nghiệp với việc quản lý dự án của công ty? Làm thế nào để kiểm soát các quy trình hoạch động doanh nghiệp? Làm thế nào để quản trị nhân sự, quản trị vốn hiệu quả cho doanh nghiệp?... Tất cả những câu hỏi trên đều là những vấn đề mà các Start Up hiện nay rất cần quan tâm. Nhằm cung cấp cho nhà khởi nghiệp sáng tạo những kiến thức và góc nhìn khác về khởi nghiệp, cũng như giới thiệu cho bạn những công cụ quản trị hiệu quả trong quá trình hoạt động doanh nghiệp, TaiLieu.VN chia sẻ đến bạn \u003Cstrong>Bộ Tài Liệu Dành Cho StartUp - Quản Lý Doanh Nghiệp Thời Đại 4.0\u003C/strong> hi vọng sẽ giúp bạn tìm được những phương pháp quản trị doanh nghiệp hiệu quả và tiếp thêm sức mạnh để biến ý tưởng thành hành động khởi nghiệp cụ thể.\u003C/p>","2019-11-07 10:35:58","2020-03-19 16:21:05","2025-07-10 09:06:29","https://drive.google.com/drive/folders/1wf-csWaEKdpAQy4yyYmB442NF2Yz6JLl?usp=sharing",272,981,"dinhphuong","https://tailieu.vn/btl-ceo27-bo-tai-lieu-danh-cho-startup-quan-ly-doanh-nghiep-thoi-dai-40-92.html","https://cdn.tailieu.vn/images/gdoc/3954_1580867013.jpg",{"gdoc_id":599,"gdoc_title":600,"gdoc_title_seo":601,"gdoc_picture":602,"gdoc_desc":603,"gdoc_createdate":604,"gdoc_publicdate":605,"gdoc_lastmodify":606,"gdoc_file_link":607,"gdoc_numdoc":608,"gdoc_numdown":609,"user_username":610,"url":611,"isSaved":223,"thumbnail":612},61,"Bộ 530+ Luận Văn Thạc Sĩ Quản Trị Kinh Doanh MBA","LUẬN VĂN THẠC SĨ QUẢN TRỊ KINH DOANH MBA","771_lv-01-bo-luan-van-thac-si-quan-tri-kinh-doanh-mba.jpg","\u003Cp style=\"text-align:justify\">Tổng hợp \u003Cstrong>530+ Luận văn Thạc sĩ Quản trị Kinh doanh MBA\u003C/strong>, bộ tài liệu này mang đến cho bạn những tài liệu tham khảo hữu ích để hoàn thành luận văn một cách xuất sắc. Bạn sẽ nhận được hướng dẫn chi tiết về cách trình bày luận văn, phương pháp chọn đề tài và nghiên cứu, cũng như quy trình viết luận văn hoàn chỉnh. Bên cạnh đó, các mẫu luận văn hay sẽ là nguồn cảm hứng tuyệt vời, giúp bạn dễ dàng vượt qua những thử thách trong quá trình thực hiện và hoàn thiện bài l\u003Cstrong>uận văn MBA\u003C/strong> của mình.\u003C/p>","2019-03-30 09:29:02","2019-06-05 11:45:09","2025-07-10 09:05:21","https://drive.google.com/drive/folders/1PfxWPinPSkePK2UgGAx20Iil8OrWxjgC",539,1221,"nguyenthikimyen","https://tailieu.vn/btl-bo-530-luan-van-thac-si-quan-tri-kinh-doanh-mba-61.html","https://cdn.tailieu.vn/images/gdoc/771_lv-01-bo-luan-van-thac-si-quan-tri-kinh-doanh-mba.jpg",{"gdoc_id":614,"gdoc_title":615,"gdoc_title_seo":616,"gdoc_picture":617,"gdoc_desc":618,"gdoc_createdate":619,"gdoc_publicdate":620,"gdoc_lastmodify":621,"gdoc_file_link":622,"gdoc_numdoc":623,"gdoc_numdown":624,"user_username":595,"url":625,"isSaved":223,"thumbnail":626},181,"Bộ 170+ Luận Văn Tốt Nghiệp Ngành Quản Trị Marketing","LUẬN VĂN TỐT NGHIỆP QUẢN TRỊ MARKETING","166_bo-170-luan-van-tot-nghiep-nganh-quan-tri-marketing.jpg","\u003Cp>Bạn đang chuẩn bị cho luận văn tốt nghiệp ngành \u003Cstrong>Quản trị Marketing\u003C/strong>? Đừng bỏ qua tuyển tập khóa luận tham khảo chất lượng cao từ TaiLieu.VN. Bộ tài liệu được chọn lọc kỹ lưỡng từ các đề tài nghiên cứu thực tiễn và chuyên sâu, với nội dung phong phú, sát với chương trình đào tạo hiện hành. Tài liệu giúp sinh viên dễ dàng định hướng đề tài, xây dựng bố cục luận văn mạch lạc và triển khai nội dung hiệu quả. Đây là nguồn tài nguyên không thể thiếu dành cho những ai đang theo học ngành \u003Cstrong>Quản trị Marketing\u003C/strong>, mong muốn nâng cao kỹ năng phân tích, tư duy nghiên cứu và đạt kết quả cao trong kỳ tốt nghiệp.\u003C/p>","2025-06-21 16:38:17","2025-06-25 16:28:30","2025-07-03 16:31:45","https://drive.google.com/drive/folders/178YfqthJtPkeTgBUYenUlJnh3tlRHgY3?usp=sharing",172,807,"https://tailieu.vn/btl-bo-170-luan-van-tot-nghiep-nganh-quan-tri-marketing-181.html","https://cdn.tailieu.vn/images/gdoc/166_bo-170-luan-van-tot-nghiep-nganh-quan-tri-marketing.jpg",{"gdoc_id":628,"gdoc_title":629,"gdoc_title_seo":630,"gdoc_picture":631,"gdoc_desc":632,"gdoc_createdate":604,"gdoc_publicdate":633,"gdoc_lastmodify":634,"gdoc_file_link":635,"gdoc_numdoc":636,"gdoc_numdown":637,"user_username":595,"url":638,"isSaved":223,"thumbnail":639},49,"CEO.02: Bộ Tài Liệu Quản Trị Chiến Lược Kinh Doanh Thời Đại 4.0"," Bộ Tài Liệu Quản Trị Chiến Lược Kinh Doanh Thời Đại 4.0","4541557538777.jpg","\u003Cp style=\"text-align:justify\">Muốn giữ cho một tập thể vững mạnh rất cần những nguyên tắc xây dựng doanh nghiệp, những kế sách kinh doanh để giúp doanh nghiệp vượt qua thời kỳ khủng hoảng. Để giúp cho các nhà quản trị có thể quản trị doanh nghiệp cũng như đề ra những phương án kinh doanh hiệu quả TaiLieu.VN chia sẻ \u003Cstrong>bộ tài liệu quản trị chiến lược kinh doanh thời kỳ 4.0 \u003C/strong>sẽ là tư liệu tham khảo hữu ích cho các nhà quản trị doanh nghiệp hiện nay.\u003C/p>","2019-05-14 08:50:32","2025-06-26 08:55:13","https://drive.google.com/drive/folders/1KCiPgwaxHRQV0fkDAHGRl63g5xyPRohL?usp=sharing",194,1014,"https://tailieu.vn/btl-ceo02-bo-tai-lieu-quan-tri-chien-luoc-kinh-doanh-thoi-dai-40-49.html","https://cdn.tailieu.vn/images/gdoc/4541557538777.jpg","Bộ tài liệu nổi bật",{"noibatDocument":642,"titleBox":801},[643,658,672,685,699,712,723,736,749,761,774,787],{"document_id":644,"document_title":645,"document_desc":646,"document_picturename":647,"document_filetype":648,"document_numpage":141,"document_uploaddate":649,"member_username":650,"document_numdownload":651,"document_favorite_today":17,"isSaved":223,"document_numview":652,"url":653,"document_link":654,"thumbnail":655,"document_isfree":16,"document_kind":16,"document_title_seo":645,"document_status":656},2912867,"Giáo án Chuyên đề Toán 12 - Chuyên đề 1: Biến ngẫu nhiên rời rạc. Các số đặc trưng của biến ngẫu nhiên rời rạc (Sách Cánh diều)","Kế hoạch bài dạy Chuyên đề Toán 12 - Chuyên đề 1: Biến ngẫu nhiên rời rạc vác số đặc trưng của biến ngẫu nhiên rời rạc trình bày về biến ngẫu nhiên rời rạc, các số đặc trưng (kì vọng, phương sai, độ lệch chuẩn) giúp học sinh phát triển năng lực tự học, giải quyết vấn đề.","991749787046.jpg","docx","13/06/2025","codabach1016",17,1092,"https://tailieu.vn/doc/giao-an-chuyen-de-toan-bien-ngau-nhien-roi-rac-2912867.html","giao-an-chuyen-de-toan-bien-ngau-nhien-roi-rac-2912867.html","https://cdn.tailieu.vn/images/document/thumbnail/2025/20250613/codabach1016/135x160/991749787046.jpg",{"code":15,"label":657},"Đã duyệt",{"document_id":659,"document_title":660,"document_desc":661,"document_picturename":662,"document_filetype":663,"document_numpage":540,"document_uploaddate":664,"member_username":665,"document_numdownload":11,"document_favorite_today":17,"isSaved":223,"document_numview":666,"url":667,"document_link":668,"thumbnail":669,"document_isfree":16,"document_kind":16,"document_title_seo":670,"document_status":671},2916995,"Bài giảng Sinh lý bệnh - Miễn dịch: Rối loạn cân bằng nước - điện giải","Bài giảng Sinh lý bệnh về rối loạn cân bằng nước-điện giải cung cấp kiến thức về: phân bố nước (nữ 50%, nam 60%), điều hòa thẩm thấu qua ADH, vai trò Natri, và phù thủng. Mục tiêu: hiểu cơ chế mất nước, phù, rối loạn Na/K.","24571753088735.jpg","pdf","21/07/2025","kimphuong1001",1084,"https://tailieu.vn/doc/bai-giang-sinh-ly-benh-mien-dich-roi-loan-can-bang-nuoc-dien-giai-2916995.html","bai-giang-sinh-ly-benh-mien-dich-roi-loan-can-bang-nuoc-dien-giai-2916995.html","https://cdn.tailieu.vn/images/document/thumbnail/2025/20250721/kimphuong1001/135x160/24571753088735.jpg","Rối loạn cân bằng nước - điện giải: Bài giảng Sinh lý bệnh - Miễn dịch",{"code":15,"label":657},{"document_id":673,"document_title":674,"document_desc":675,"document_picturename":676,"document_filetype":648,"document_numpage":568,"document_uploaddate":677,"member_username":678,"document_numdownload":15,"document_favorite_today":17,"isSaved":223,"document_numview":679,"url":680,"document_link":681,"thumbnail":682,"document_isfree":16,"document_kind":16,"document_title_seo":683,"document_status":684},2916279,"Đề cương ôn tập môn Tài chính doanh nghiệp thực hành","Đề cương ôn tập môn Tài chính doanh nghiệp thực hành bao gồm các nội dung sau: Quản trị tài chính tốt giúp tiếp cận vốn, giảm chi phí, tăng trưởng. Đánh giá dự án có vay, khắc phục IRR bằng MIRR, ước tính chi phí vốn chủ sở hữu (CAPM), và đánh giá rủi ro.","11841752805592.jpg","17/07/2025","hhhtrrr",785,"https://tailieu.vn/doc/de-cuong-on-tap-tai-chinh-doanh-nghiep-thuc-hanh-2916279.html","de-cuong-on-tap-tai-chinh-doanh-nghiep-thuc-hanh-2916279.html","https://cdn.tailieu.vn/images/document/thumbnail/2025/20250717/hhhtrrr/135x160/11841752805592.jpg","Đề cương ôn tập Tài chính doanh nghiệp thực hành: Chuẩn nhất",{"code":15,"label":657},{"document_id":686,"document_title":687,"document_desc":688,"document_picturename":689,"document_filetype":663,"document_numpage":690,"document_uploaddate":691,"member_username":692,"document_numdownload":23,"document_favorite_today":17,"isSaved":223,"document_numview":693,"url":694,"document_link":695,"thumbnail":696,"document_isfree":16,"document_kind":16,"document_title_seo":697,"document_status":698},2915435,"Báo cáo seminar chuyên ngành Công nghệ hóa học và thực phẩm","Báo cáo seminar chuyên ngành Công nghệ hóa học và thực phẩm nghiên cứu về chưng cất tinh dầu tiêu ở quy mô phòng thí nghiệm và pilot, phân tích chuỗi cung ứng và công nghệ xử lý nước.","47051752458701.jpg",28,"11/07/2025","hienkelvinzoi@gmail.com",2665,"https://tailieu.vn/doc/bao-cao-seminar-chuyen-nganh-cong-nghe-hoa-hoc-thuc-pham-2915435.html","bao-cao-seminar-chuyen-nganh-cong-nghe-hoa-hoc-thuc-pham-2915435.html","https://cdn.tailieu.vn/images/document/thumbnail/2025/20250711/hienkelvinzoi@gmail.com/135x160/47051752458701.jpg","Báo cáo seminar chuyên ngành Công nghệ hóa học và thực phẩm [Mới nhất]",{"code":15,"label":657},{"document_id":700,"document_title":701,"document_desc":702,"document_picturename":703,"document_filetype":663,"document_numpage":77,"document_uploaddate":704,"member_username":705,"document_numdownload":15,"document_favorite_today":17,"isSaved":223,"document_numview":706,"url":707,"document_link":708,"thumbnail":709,"document_isfree":16,"document_kind":16,"document_title_seo":710,"document_status":711},2915143,"Câu hỏi ôn tập môn Pháp luật đại cương","\u003Cp>Tài liệu ôn tập Pháp luật đại cương gồm câu hỏi trắc nghiệm (nhà nước, thủ tướng, năng lực hành vi, quy phạm pháp luật) và bài tập tự luận (phân tích cấu trúc quy phạm).\u003C/p>","1971752137784.jpg","10/07/2025","nomoney7",918,"https://tailieu.vn/doc/cau-hoi-on-tap-mon-phap-luat-dai-cuong-2915143.html","cau-hoi-on-tap-mon-phap-luat-dai-cuong-2915143.html","https://cdn.tailieu.vn/images/document/thumbnail/2025/20250710/nomoney7/135x160/1971752137784.jpg","Câu hỏi ôn tập Pháp luật đại cương: Chuẩn bị tốt nhất cho kỳ thi",{"code":15,"label":657},{"document_id":713,"document_title":714,"document_desc":715,"document_picturename":716,"document_filetype":663,"document_numpage":690,"document_uploaddate":704,"member_username":705,"document_numdownload":16,"document_favorite_today":17,"isSaved":223,"document_numview":717,"url":718,"document_link":719,"thumbnail":720,"document_isfree":16,"document_kind":16,"document_title_seo":721,"document_status":722},2915149,"Trọng tâm ôn tập thi kết thúc môn Triết học Mác - Lênin","\u003Cp>Trọng tâm ôn tập thi kết thúc môn môn Triết học Mác - Lênin bao gồm 200 câu hỏi trắc nghiệm về triết học và vai trò, chủ nghĩa duy vật biện chứng, nguồn gốc ý thức, vật chất, và mối liên hệ,...\u003C/p>","5981752137321.jpg",827,"https://tailieu.vn/doc/trong-tam-on-tap-thi-ket-thuc-mon-triet-hoc-mac-lenin-2915149.html","trong-tam-on-tap-thi-ket-thuc-mon-triet-hoc-mac-lenin-2915149.html","https://cdn.tailieu.vn/images/document/thumbnail/2025/20250710/nomoney7/135x160/5981752137321.jpg","Trọng tâm ôn tập thi kết thúc môn Triết học Mác - Lênin hiệu quả nhất",{"code":15,"label":657},{"document_id":724,"document_title":725,"document_desc":726,"document_picturename":727,"document_filetype":648,"document_numpage":728,"document_uploaddate":704,"member_username":729,"document_numdownload":16,"document_favorite_today":17,"isSaved":223,"document_numview":730,"url":731,"document_link":732,"thumbnail":733,"document_isfree":16,"document_kind":16,"document_title_seo":734,"document_status":735},2915062,"Đồ án tốt nghiệp: Thiết kế và chế tạo máy cnc 4 trục gia công mô hình","Đồ án tốt nghiệp trình bày thiết kế và chế tạo máy CNC 4 trục tại Đại học Điện Lực. Sử dụng SolidWorks để thiết kế, máy CNC này gia công mô hình phức tạp.","30541752140302.jpg",88,"vijiraiya",681,"https://tailieu.vn/doc/do-an-tot-nghiep-thiet-ke-che-tao-may-cnc-4-truc-2915062.html","do-an-tot-nghiep-thiet-ke-che-tao-may-cnc-4-truc-2915062.html","https://cdn.tailieu.vn/images/document/thumbnail/2025/20250710/vijiraiya/135x160/30541752140302.jpg","Đồ án tốt nghiệp: Thiết kế và chế tạo máy CNC 4 trục gia công mô hình",{"code":15,"label":657},{"document_id":737,"document_title":738,"document_desc":739,"document_picturename":740,"document_filetype":741,"document_numpage":34,"document_uploaddate":742,"member_username":729,"document_numdownload":16,"document_favorite_today":17,"isSaved":223,"document_numview":743,"url":744,"document_link":745,"thumbnail":746,"document_isfree":16,"document_kind":16,"document_title_seo":747,"document_status":748},2913924,"Mẫu Hợp đồng cung cấp dịch vụ đăng ký tên miền","Hợp đồng dịch vụ đăng ký tên miền giữa Bên A và Bên B, tuân thủ Luật Thương mại 2005 và Nghị định 55/2001/NĐ-CP. Quy định rõ quyền lợi, trách nhiệm các bên.","70751751359042.jpg","doc","01/07/2025",485,"https://tailieu.vn/doc/mau-hop-dong-cung-cap-dich-vu-dang-ky-ten-mien-2913924.html","mau-hop-dong-cung-cap-dich-vu-dang-ky-ten-mien-2913924.html","https://cdn.tailieu.vn/images/document/thumbnail/2025/20250701/vijiraiya/135x160/70751751359042.jpg","Mẫu hợp đồng cung cấp dịch vụ đăng ký tên miền chuẩn nhất",{"code":15,"label":657},{"document_id":750,"document_title":751,"document_desc":752,"document_picturename":753,"document_filetype":741,"document_numpage":386,"document_uploaddate":754,"member_username":665,"document_numdownload":16,"document_favorite_today":17,"isSaved":223,"document_numview":755,"url":756,"document_link":757,"thumbnail":758,"document_isfree":16,"document_kind":16,"document_title_seo":759,"document_status":760},2914504,"Câu hỏi ôn tập học phần Tư tưởng Hồ Chí Minh","Câu hỏi ôn tập môn Tư tưởng Hồ Chí Minh gồm có: các câu hỏi trắc nghiệm về cuộc đời, sự nghiệp, tư tưởng Hồ Chí Minh, các giai đoạn hình thành và phát triển tư tưởng.","6311751942268.jpg","08/07/2025",721,"https://tailieu.vn/doc/cau-hoi-on-tap-hoc-phan-tu-tuong-ho-chi-minh-2914504.html","cau-hoi-on-tap-hoc-phan-tu-tuong-ho-chi-minh-2914504.html","https://cdn.tailieu.vn/images/document/thumbnail/2025/20250708/kimphuong1001/135x160/6311751942268.jpg","Câu hỏi ôn tập Tư tưởng Hồ Chí Minh (mới nhất)",{"code":15,"label":657},{"document_id":762,"document_title":763,"document_desc":764,"document_picturename":765,"document_filetype":663,"document_numpage":514,"document_uploaddate":766,"member_username":767,"document_numdownload":16,"document_favorite_today":17,"isSaved":223,"document_numview":768,"url":769,"document_link":770,"thumbnail":771,"document_isfree":16,"document_kind":16,"document_title_seo":772,"document_status":773},2912524,"Sáng kiến kinh nghiệm Mầm non: Một số biện pháp ứng dụng hoạt động Steam cho trẻ mẫu giáo lớn 5 - 6 tuổi đạt cao hiệu trong trường mầm non","Sáng kiến kinh nghiệm ứng dụng STEAM cho trẻ 5-6 tuổi, giúp phát triển toàn diện kỹ năng khoa học, công nghệ, kỹ thuật, nghệ thuật và toán học.","6811749631070.jpg","11/06/2025","conmeothayxao",575,"https://tailieu.vn/doc/sang-kien-kinh-nghiem-mam-non-steam-tre-mau-giao-2912524.html","sang-kien-kinh-nghiem-mam-non-steam-tre-mau-giao-2912524.html","https://cdn.tailieu.vn/images/document/thumbnail/2025/20250611/conmeothayxao/135x160/6811749631070.jpg","Sáng kiến kinh nghiệm Mầm non: Biện pháp ứng dụng hoạt động Steam cho trẻ mẫu giáo lớn 5-6 tuổi HIỆU QUẢ NHẤT trong trường mầm non",{"code":15,"label":657},{"document_id":775,"document_title":776,"document_desc":777,"document_picturename":778,"document_filetype":648,"document_numpage":779,"document_uploaddate":780,"member_username":729,"document_numdownload":16,"document_favorite_today":17,"isSaved":223,"document_numview":781,"url":782,"document_link":783,"thumbnail":784,"document_isfree":16,"document_kind":16,"document_title_seo":785,"document_status":786},2914706,"Đồ án tốt nghiệp: Nghiên cứu bảo mật trong điện toán đám mây","Đồ án tập trung nghiên cứu các vấn đề bảo mật trong môi trường điện toán đám mây, một xu hướng công nghệ ngày càng phổ biến. 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