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
Đầu vào không đảo kí hiệu dấu “+” nghĩa là:
Các hợp chất của nguyên tố nào sau đây có trong cơ thể người giúp phát triển, ổn định xương và răng, ổn định chức năng tim mạch, thần kinh?
Trong Chiến dịch Điện Biên Phủ (1954), quân đội Việt Nam đánh Pháp bằng việc:
Tính đến năm 2020, Liên hợp quốc có bao nhiêu thành viên?
a. Naomi: I saw a program about coral bleaching. It looks so sad.
b. Naomi: That's terrible for all the fish and other animals that live there.
c. Leila: It happens when the water gets too warm. The coral loses its colour and can die.
Cho bảng số liệu:
Cơ cấu lao động phân theo khu vực thành thị và nông thôn ở nước ta năm 2010 và năm 2021.
(Đơn vị: %).
Năm
2010
2021
Thành thị
28,3
36,7
Nông thôn
71,7
63,3
(Nguồn: Niên giám thống kê năm 2022)
Từ năm 2010 - 2021, tỉ lệ lao động trong khu vực nông thôn giảm bao nhiêu % và tỉ lệ lao động trong khu vực thành thị tăng bao nhiêu %?
Chọn một từ/ cụm từ mà nghĩa của nó KHÔNG cùng nhóm với các từ/ cụm từ còn lại.
Văn minh Ấn Độ cổ - trung đại gắn liền với những dòng sông nào?
Mark the letter A, B, C or D on your answer sheet to indicate the sentence that is closest in meaning to each of the following questions.
“Congratulations on winning the race last week!”, Laura said to Leo.
Trong dao động điều hoà, vận tốc biến đổi điều hoà
- Số hạt neutron có trong \(1,00\;{\rm{mol}}\) vàng \(_{79}^{197}{\rm{Au}}\) là
Loại đột biến nào sau đây không làm thay đổi hàm lượng vật chất di truyền trên NST?
Có bao nhiêu thói quen sau đây làm tăng nguy cơ suy thận?
I. Ăn quá nhiều muối và mỡ động vật. II. Uống quá nhiều nước thường xuyên.
III. Sử dụng thuốc kháng sinh lâu dài. IV. Lạm dụng rượu, bia.
Read the following passage about lifelong learning and mark the letter A, B, C or D on your answer sheet to indicate the option that best fits each of the numbered blanks from from 18 to 22.
In today’s rapidly changing world, lifelong learning has become more important than ever. Lifelong learning is essential for personal and professional growth. To stay relevant and competitive in the job market, (18) _________.
One of the key benefits of lifelong learning is personal growth. By learning new things, individuals can boost their self-esteem and confidence. By exploring new subjects and hobbies, individuals can expand their horizons and discover new passions.
(19) _________. By acquiring new skills, individuals can increase their employability. By staying up-to-date with the latest trends and technologies, individuals can increase their value to employers, (20)______. However, lifelong learning can be challenging. (21) _________. Balancing work, family, and personal commitments can make it difficult to find time for learning.
To make the most of lifelong learning, people, especially the young, (22) _________. By breaking down larger goals into smaller, achievable steps, individuals can stay motivated and make progress. By breaking down larger goals into smaller, achievable steps, individuals can stay motivated and make progress.
Nội dung nào sau đây là bối cảnh lịch sử dẫn đến sự thành lập Hiệp hội các quốc gia Đông Nam Á (ASEAN)?
Phương pháp nghiên cứu lí thuyết là
Read the following advertisement and mark the letter A, B, C, or D to indicate the option that best fits each of the numbered blanks from 1 to 6.
JOIN THE INTERNATIONAL CULTURAL FESTIVAL!
Are you looking (1) ______ a fun and exciting event? Come to the International Cultural Festival this weekend! This amazing event brings together cultures from around the world, offering you the chance to enjoy (2) ______ different traditions, foods, and music. This is a great chance to make new friends and (3) ______ traditions from various countries. A special part of the festival is the art exhibition, where (4) ______ works from local and international artists will be displayed. Don’t miss the opportunity to experience (5) ______ variety of cultural activities all in one place. Everyone is welcome to join the celebration, and there’s something for all ages to enjoy. The festival (6) ______ at the city park from 10 AM to 5 PM on Saturday. See you there!
This is a great chance to make new friends and (3) ______ traditions from various countries.Khi vay tín chấp, người vay cần thực hiện nhiệm vụ nào sau đây?
- Trong vi điều khiển, tập hợp các dây dẫn vật lí chuyên dùng để vận chuyển tín hiệu xác định địa chỉ bộ nhớ hay cổng I/O mà CPU muốn truy cập còn được gọi là