Sơ đồ dưới đây minh hoạ 2 quần xã sinh vật [1] và [2].
![Theo lí thuyết, độ phong phú của loài ưu thế quần xã [2] gấp bao nhiêu lần so loài ưu thế của với quần xã [1]? (Tính làm tròn đến 2 chữ số sau dấu phẩy). (ảnh 1)](data:image/png;base64,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)
Hai quần xã có cùng diện tích, trong mỗi quần xã, loài có kích thước quần thể lớn nhất là loài ưu thế. Theo lí thuyết, độ phong phú của loài ưu thế quần xã [2] gấp bao nhiêu lần so loài ưu thế của với quần xã [1]? (Tính làm tròn đến 2 chữ số sau dấu phẩy).
Sơ đồ dưới đây minh hoạ 2 quần xã sinh vật [1] và [2].
Hai quần xã có cùng diện tích, trong mỗi quần xã, loài có kích thước quần thể lớn nhất là loài ưu thế. Theo lí thuyết, độ phong phú của loài ưu thế quần xã [2] gấp bao nhiêu lần so loài ưu thế của với quần xã [1]? (Tính làm tròn đến 2 chữ số sau dấu phẩy).
Hãy suy nghĩ và trả lời câu hỏi trước khi xem đáp án
- Quần xã [1]: Số lượng cá thể của loài ưu thế là 20.
- Quần xã [2]: Số lượng cá thể của loài ưu thế là 45.
Vì đề bài yêu cầu làm tròn đến 2 chữ số sau dấu phẩy, nên đáp án là 2.25.
Câu hỏi liên quan
In Part Three of the Speaking Section you work together with a partner. You have to do a single task which usually lasts about 3 minutes. One possible task is “problem solving”, which means you have to look at some visual information and then discuss the problem with your partner. You may be shown photos, drawings, diagrams, maps, plans, advertisements or computer graphics and it is essential that everyone (631)___________ them carefully. If necessary, check you know exactly (632) ________________ the examiner to repeat the (633) __________ or make them clearer.
While you are doing the task, the examiner will probably say very little and you should ask your partner questions and (634) ___________ suggestions if he or she is not saying much. If either of you have any real difficulties, the examiner may decide to step in and help. Normally, however, you find plenty to say, which helps the assessor to give you a fair mark. (635) ____________in doing the task by competing with your partner, which includes taking turns in giving opinions and replying appropriately, although in the end it may be possible to “agree to disagree”.
Câu 631:
Phần nào của tài liệu HTML chứa nội dung sẽ hiển thị trên màn hình của trình duyệt web?
PHẦN II. Thí sinh trả lời từ câu 1 đến câu 4. Trong mỗi ý a), b), c), d) ở mỗi câu, thí sinh chọn đúng hoặc sai.
Câu 1. Đọc đoạn thông tin sau:
Thông tin. Theo khảo sát về thực trạng nguồn nhân lực chất lượng cao ở Việt Nam năm 2022, thị trường lao động trong nước chỉ có khoảng 11 % lao động có kĩ năng nghề cao và hơn 26 % người lao động đã qua đào tạo. Đáng chú ý, chỉ 5 % lao động có trình độ tiếng Anh. Thu nhập bình quân của lao động Việt Nam thấp hơn khá nhiều so với lao động trong khu vực và thế giới. Nếu không chú trọng cải thiện chất lượng nguồn nhân lực, Việt Nam sẽ mất dần sức hấp dẫn thu hút đầu tư nước ngoài.
(Theo: Báo Tin tức Thông tấn xã Việt Nam, “Việt Nam đang thiếu nguồn lao động có kỹ năng nghề cao”, ngày 22/08/2022)
a) Thông tin trên cho thấy, Việt Nam cần gia tăng tỉ trọng lao động chất lượng ist in cao trên thị trường lao động.
b) Trong xu thế hội nhập, trình độ tiếng Anh là yếu tố duy nhất góp phần thu hút đầu tư nước ngoài.
c) Chất lượng nguồn nhân lực ảnh hưởng trực tiếp đến việc thu hút đầu tư nước ngoài ở Việt Nam.
d) Ở Việt Nam, xu hướng chuyển dịch lao động gắn với kĩ năng mềm ngày càng trở nên cần thiết.
Mỹ La-tinh có nợ nước ngoài so với tổng sản phẩm trong nước thuộc loại nào?
Trong trường hợp dưới đây, nếu là T em sẽ lựa chọn phương án ứng xử nào dưới đây cho phù hợp?
"Nghe tin thương hiệu thời trang X đang có chương trình giảm giá, V rủ T đến đó mua sắm trong khi tủ đồ của V còn rất nhiều đồ chưa dùng đến. Lúc mua sắm, V lựa Đáp án đúng là: Cho mình rất nhiều quần áo, phụ kiện trong khi T chỉ lựa chọn những thứ cần thiết".
Dùng thông tin sau để trả lời câu 5 và câu 6: Cứ trong 1000 g nước cây hấp thụ qua rễ thì khoảng 990 g nước thoát ra ngoài khí khổng qua lá dưới dạng hơi, qua quá trình thoát hơi nước. Macximop – Nhà Sinh lí học thực vật người Nga đã viết: “Thoát hơi nước là tai họa tất yếu của cây”.
Có bao nhiêu phát biểu nào sau đây là đúng để giải thích “Thoát hơi nước là tai họa tất yếu của cây”?
I. Thoát hơi nước là động lực đầu trên của dòng mạch gỗ.
II. Thoát hơi nước làm khí khổng mở ra, CO2 khuếch tán đi vào, cung cấp nguyên liệu cho quá trình quang hợp.
III. Thoát hơi nước làm giảm nhiệt độ ở lá, tránh cho lá bị đốt nóng, đảm bảo quá trình sinh lí diễn ra bình thường.
IV. Lượng nước cây thoát ra quá lớn (khoảng 99% lượng nước hút vào) do đó đòi hỏi cây phải hút nước nhiều hơn và gặp khó khăn trong điều kiện môi trường luôn thay đổi.
Một cơ sở khoan giếng đưa ra định mức giá như sau: Giá từ mét khoan đầu tiên là 100000 đồng và kể từ mét khoan thứ hai, giá của mỗi mét sau tăng thêm 30000 đồng so với giá của mét khoan ngay trước đó. Một người muốn kí hợp đồng với cơ sở khoan giếng này để khoan một giếng sâu 20 mét lấy nước dùng cho sinh hoạt của gia đình. Hỏi sau khi hoàn thành việc khoan giếng, gia đình đó phải thanh toán cho cơ sở khoan giếng số tiền bằng bao nhiêu?
Chủ nhân của nền văn minh Ai Cập cổ đại là
Read the following passage about the e-waste crisis and mark the letters A, B, C, or D on your answer sheet to indicate the best answer to each of the following questions from 31 to 40.
[I] Electronic waste, commonly known as e-waste, refers to discarded electronic devices like smartphones, computers, and household appliances. [II] As technology rapidly advances, many of these devices become outdated quickly, leading to an increase in e-waste globally. [III] Experts estimate that millions of tons of e-waste are generated annually, and the numbers continue to rise as people upgrade their gadgets more frequently. [IV]
The improper disposal of e-waste presents significant environmental and health risks. When e-waste is dumped in landfills, it often releases harmful chemicals, such as lead and mercury into the soil and water, which can wreak havoc on ecosystems and pose serious health risks to nearby communities. Moreover, a large portion of e-waste is transported to developing countries, where regulations on electronic disposal may be less strict. Here, workers, often without adequate protection, dismantle electronic devices by hand to retrieve valuable metals like gold and copper, exposing themselves to toxic substances.
To address this growing problem, many countries and organizations are promoting e-waste recycling programs. These initiatives encourage consumers to recycle old electronics responsibly, rather than discarding them. By doing so, valuable materials can be reused, reducing the demand for mining new resources and helping to minimize environmental damage. Additionally, some companies are adopting sustainable design strategies, producing products that are easier to repair or upgrade, thereby extending their lifespan.
Public awareness about the impacts of e-waste is gradually increasing, and more people are becoming motivated to make eco-friendly choices. However, achieving global cooperation remains challenging, as effective solutions require collaboration across borders.
(Adapted from The Guardian)
Khi chất thải điện tử được đổ vào các bãi rác, nó thường giải phóng các hóa chất có hại, như chì và thủy ngân vào đất và nước, có thể tàn phá hệ sinh thái và gây ra rủi ro sức khỏe nghiêm trọng cho các cộng đồng lân cận.Which of the following is TRUE according to the passage?
Read the following passage about food addiction and mark the letter A, B, C, or D on your answer sheet to indicate the best answer to each of the following questions from 31 to 40.
Few people would disagree that one of the world's most popular dishes is pizza. Twenty-two-year-old Zack certainly wouldn't. He would eat a variety of pizza-based items, including homemade pizza, precooked microwave pizza, and even pizza leftovers from the night before. He was consuming 800kg of pizza a year. As a child, Zack had eaten a wide variety of food. But he became addicted to pizza when he started secondary school. American school meals have often been criticised for the large amount of fast food present on the menu, and pizza is the star dish. Zack even spent all his pocket money on slices of pizza.
Naturally, Zack's family worried about his high-calorie, low-vitamin diet. So did Zack. In an attempt to break his addiction, Zack agreed to appear on a TV programme called Freaky Eaters. Its aim was to encourage food addicts to beat their addictions with the help of a psychologist and nutritionist. It wasn't easy. He had to eat a fish dish, while his brother sat in front of him enjoying... a pizza! However, Zack met the challenge and has never eaten pizza again.
Seventeen-year-old Stacy Irvine's friends visit her and discover that she has been rewarded thousands of free toys from fast food restaurants as a regular customer. Stacy's mother often gave her two-year-old girl a portion of fried chicken in a McDonald's restaurant. [I] Since then, Stacy has refused to eat anything else except for pieces of fried chicken, and as a result, her diet has created serious health. She has been warned that if she doesn't change her diet, she will die. [II] Stacy once collapsed due to lack of vitamins and nutrients and needed to be hospitalised. [III] She insisted that Stacy adopt a healthier lifestyle. However, worryingly, Stacy's mother said that while Stacy was beginning to understand the seriousness of her situation, she couldn't eat anything else but chicken nuggets. [IV]
Twenty-year-old Hanna Little was keen on chips. The only thing that Hanna consumed for fifteen years was one plate of chips after another. Not surprisingly, a diet that contained few nutrients and an excess of fat and carbohydrates could only have negative consequences. And it did because not only did Hanna develop health problems, but she also had to leave her job after collapsing at work. At five, Hanna became addicted to chips and refused to eat fruits and vegetables despite her mother's efforts. Hanna says that she was terrified of tasting the flavour of different types of food and she would feel anxious just at the idea of doing it. Parties, picnics and barbecues with friends and family used to be a nightmare. Furthermore, Hanna was soon seen as 'odd' by her friends' parents.
It wasn't until the age of sixteen that Hanna realised she had Selective Eating Disorder (SED). Despite this new knowledge, no solution was found. It wasn't until she lost her job before she started eating normally. Hanna sought therapy from psychologist Felix Economakis, who used hypnosis, a treatment that none of the doctors that she had seen before had mentioned, to get her to eat fruit after one one-hour session, and since then she has been willing to eat anything.... including chips!
(Adapted from Friends Global)
Where in paragraph 3 does the following sentence best fit?
The doctor who treated her said she had never seen such an extreme case of food addiction.
Adrenalin tác động đến sự hoạt động của tim làm cho
PHẦN I. Thí sinh trả lời từ câu 1 đến câu 12. Mỗi câu hỏi thí sinh chỉ chọn một phương án.
Cho hàm số bậc ba \(y = f\left( x \right)\) có đồ thị là đường cong hình bên. Hàm số đã cho nghịch biến trên khoảng nào dưới đây?Sự thất bại của phong trào Cần Vương (1885-1896) đã minh chứng cho điều gì?
Một sóng cơ lan truyền trên bề mặt một chất lỏng với vận tốc v = 5 m/s, với tần sồ = 10Hz. Khoảng cách ngắn nhất giữa hai phần tử trên một phương truyền sóng dao động ngược pha nhau là
Tiến hành thí nghiệm đo tốc độ truyền âm trong không khí, một học sinh đo được bước sóng của sóng âm là 75 ± 1 cm, tần số dao động của âm thoa là 440 ± 10 Hz. Tốc độ truyền âm tại nơi làm thí nghiệm là
Mark the letter A, B, C or D on your answer sheet to indicate the best arrangement of utterances or sentences to make a meaningful exchange or text in each of the following questions from 13 to 17.
Dear Mrs. Chen,
a. You changed my life. Now I change other lives too.
b. I remember when I could not read well. You sat with me every day. You never got angry.
c. Thank you for being my teacher. You helped me learn so much.
d. Now I am a teacher too! I help children read, just like you helped me.
e. My students love your story. I tell them about you. They want to be kind like you.
Please visit my class one day. My students want to meet you.
With love,
LK
Cho nguyên tử X có cấu hình electron: [Ar]4s2. X là nguyên tố nào?
Trong thập kỉ 60 - 70 của thế kỉ XIX, hầu hết các cuộc cách mạng tư sản đã
Em hãy xác định có bao nhiêu loại tỉ lệ?
Thần Prô - mê - tê đã làm điều gì cho con người?