Kết quả:
0/40
Thời gian làm bài: 00:00:00
Câu 1
Trắc nghiệm
Đâu là vai trò của đa dạng sinh học đối với môi trường tự nhiên:
Bạn đã chọn sai
| Đáp án đúng:
c
Bạn đã chọn đúng
| Đáp án đúng:
c
Bạn chưa làm câu này
| Đáp án đúng:
c
Câu 2
Trắc nghiệm
Dựa vào đặc điểm cấu tạo người ta chia nấm thành mấy nhóm:
Bạn đã chọn sai
| Đáp án đúng:
a
Bạn đã chọn đúng
| Đáp án đúng:
a
Bạn chưa làm câu này
| Đáp án đúng:
a
Câu 3
Trắc nghiệm
Phát biểu nào sau đây là đúng khi nói về định luật bảo toàn năng lượng.
Bạn đã chọn sai
| Đáp án đúng:
c
Bạn đã chọn đúng
| Đáp án đúng:
c
Bạn chưa làm câu này
| Đáp án đúng:
c
Câu 4
Trắc nghiệm
Dạng năng lượng nào không phải năng lượng tái tạo?
Bạn đã chọn sai
| Đáp án đúng:
a
Bạn đã chọn đúng
| Đáp án đúng:
a
Bạn chưa làm câu này
| Đáp án đúng:
a
Câu 5
Trắc nghiệm
Kết luận nào sau đây không đúng
Bạn đã chọn sai
| Đáp án đúng:
a
Bạn đã chọn đúng
| Đáp án đúng:
a
Bạn chưa làm câu này
| Đáp án đúng:
a
Câu 6
Trắc nghiệm
Nguyên nhân chủ yếu gây ra sự suy giảm tính đa dạng của thực vật là gì ?
Bạn đã chọn sai
| Đáp án đúng:
c
Bạn đã chọn đúng
| Đáp án đúng:
c
Bạn chưa làm câu này
| Đáp án đúng:
c
Câu 7
Trắc nghiệm
Điền từ còn thiếu vào chỗ trống:
“Nhật thực: Khi Mặt Trời, Mặt Trăng và Trái Đất cùng nằm trên một đường thẳng, _____ ở giữa thì trên Trái Đất xuất hiện bóng tối và bóng nửa tối.”
Bạn đã chọn sai
| Đáp án đúng:
b
Bạn đã chọn đúng
| Đáp án đúng:
b
Bạn chưa làm câu này
| Đáp án đúng:
b
Câu 8
Trắc nghiệm
Điền từ còn thiếu vào chỗ trống:
“Mọi vật có khối lượng đều …bằng một lực. Lực này gọi là …”
Bạn đã chọn sai
| Đáp án đúng:
b
Bạn đã chọn đúng
| Đáp án đúng:
b
Bạn chưa làm câu này
| Đáp án đúng:
b
Câu 9
Trắc nghiệm
Hành tinh có sự sống trong hệ Mặt Trời là:
Bạn đã chọn sai
| Đáp án đúng:
b
Bạn đã chọn đúng
| Đáp án đúng:
b
Bạn chưa làm câu này
| Đáp án đúng:
b
Câu 10
Trắc nghiệm
Ban ngày, chúng ta thấy Mặt Trời:
Bạn đã chọn sai
| Đáp án đúng:
d
Bạn đã chọn đúng
| Đáp án đúng:
d
Bạn chưa làm câu này
| Đáp án đúng:
d
Câu 11
Trắc nghiệm
Tác dụng của vật nặng lên lò xo trong hình vẽ là:
![](https://cdn.vungoi.vn/vungoi/2021/0818/1629253485886_mceclip0.png)
Bạn đã chọn sai
| Đáp án đúng:
a
Bạn đã chọn đúng
| Đáp án đúng:
a
Bạn chưa làm câu này
| Đáp án đúng:
a
Câu 12
Trắc nghiệm
Trọng lượng của một vật là:
Bạn đã chọn sai
| Đáp án đúng:
a
Bạn đã chọn đúng
| Đáp án đúng:
a
Bạn chưa làm câu này
| Đáp án đúng:
a
Câu 13
Trắc nghiệm
Trong các ngành thực vật hiện có, ngành nào bao gồm các đại diện có tổ chức cơ thể hoàn thiện nhất?
Bạn đã chọn sai
| Đáp án đúng:
b
Bạn đã chọn đúng
| Đáp án đúng:
b
Bạn chưa làm câu này
| Đáp án đúng:
b
Câu 14
Trắc nghiệm
Khi dùng tay kéo dãn một lò xo, nếu lực kéo quá lớn, vượt qua giá trị giới hạn của lò xo thì khi thôi tác dụng lực:
Bạn đã chọn sai
| Đáp án đúng:
b
Bạn đã chọn đúng
| Đáp án đúng:
b
Bạn chưa làm câu này
| Đáp án đúng:
b
Câu 15
Trắc nghiệm
Ta nhìn thấy các hành tinh trong hệ Mặt Trời là do:
Bạn đã chọn sai
| Đáp án đúng:
c
Bạn đã chọn đúng
| Đáp án đúng:
c
Bạn chưa làm câu này
| Đáp án đúng:
c
Câu 16
Trắc nghiệm
Đâu là loài nguyên sinh vật vừa có lợi vừa có hại
Bạn đã chọn sai
| Đáp án đúng:
c
Bạn đã chọn đúng
| Đáp án đúng:
c
Bạn chưa làm câu này
| Đáp án đúng:
c
Câu 17
Trắc nghiệm
Một bạn chơi trò nhảy dây. Bạn đó nhảy lên được là do:
Bạn đã chọn sai
| Đáp án đúng:
b
Bạn đã chọn đúng
| Đáp án đúng:
b
Bạn chưa làm câu này
| Đáp án đúng:
b
Câu 18
Trắc nghiệm
Bạn đã chọn sai
| Đáp án đúng:
a
Bạn đã chọn đúng
| Đáp án đúng:
a
Bạn chưa làm câu này
| Đáp án đúng:
a
Câu 19
Trắc nghiệm
Khi đang đi xe đạp, ta dùng tay bóp phanh. Lực nào đã trực tiếp làm cho xe dừng lại
Bạn đã chọn sai
| Đáp án đúng:
b
Bạn đã chọn đúng
| Đáp án đúng:
b
Bạn chưa làm câu này
| Đáp án đúng:
b
Câu 20
Trắc nghiệm
Trái Đất hút quả táo thì quả táo có hút Trái Đất không? Nếu có thì lực này gọi là gì?
Bạn đã chọn sai
| Đáp án đúng:
c
Bạn đã chọn đúng
| Đáp án đúng:
c
Bạn chưa làm câu này
| Đáp án đúng:
c
Câu 21
Trắc nghiệm
Một quyển sách 100 g và một quả cân bằng sắt 100 g đặt gần nhau trên mặt bàn.
Nhận xét nào sau đây là không đúng?
Bạn đã chọn sai
| Đáp án đúng:
b
Bạn đã chọn đúng
| Đáp án đúng:
b
Bạn chưa làm câu này
| Đáp án đúng:
b
Câu 22
Trắc nghiệm
Trong các hình ảnh sau, hình ảnh nào cho thấy xuất hiện lực tiếp xúc?
![](https://cdn.vungoi.vn/vungoi/2021/0820/1629448426549_mceclip0.png)
Bạn đã chọn sai
| Đáp án đúng:
d
Bạn đã chọn đúng
| Đáp án đúng:
d
Bạn chưa làm câu này
| Đáp án đúng:
d
Câu 23
Trắc nghiệm
Lực xuất hiện khi lấy một chiếc thước nhựa khô và sạch cọ xát vào mảnh vải dạ hoặc len khô rồi đưa lại gần các vụn giấy mỏng là:
Bạn đã chọn sai
| Đáp án đúng:
c
Bạn đã chọn đúng
| Đáp án đúng:
c
Bạn chưa làm câu này
| Đáp án đúng:
c
Câu 24
Trắc nghiệm
Dùng hai tay kéo hai đầu của lò xo. Khi đó, lực của tay tác dụng lên lò xo và lực đàn hồi của lò xo tác dụng lên tay là hai lực:
Bạn đã chọn sai
| Đáp án đúng:
a
Bạn đã chọn đúng
| Đáp án đúng:
a
Bạn chưa làm câu này
| Đáp án đúng:
a
Câu 25
Trắc nghiệm
Trong dây truyền sản xuất của nhiều nhà máy, các sản phẩm như: bao xi măng, các linh kiện,… di chuyển cùng với băng truyền nhờ lực ma sát nào?
Bạn đã chọn sai
| Đáp án đúng:
b
Bạn đã chọn đúng
| Đáp án đúng:
b
Bạn chưa làm câu này
| Đáp án đúng:
b
Câu 26
Trắc nghiệm
Khi đi bộ, chân đạp lên mặt đường về phía sau làm xuất hiện lực ma sát giữa mặt đường và chân. Lực này có phương, chiều như thế nào và có tác dụng gì?
![](data:image/png;base64,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)
Bạn đã chọn sai
| Đáp án đúng:
b
Bạn đã chọn đúng
| Đáp án đúng:
b
Bạn chưa làm câu này
| Đáp án đúng:
b
Câu 27
Trắc nghiệm
Những dạng năng lượng nào xuất hiện trong quá trình một khúc gỗ trượt có ma sát từ trên mặt phẳng nghiêng xuống?
Bạn đã chọn sai
| Đáp án đúng:
a
Bạn đã chọn đúng
| Đáp án đúng:
a
Bạn chưa làm câu này
| Đáp án đúng:
a
Câu 28
Trắc nghiệm
Quan sát hình vẽ và cho biết khi bóng đèn sợi đốt đang sáng, dạng năng lượng nào là có ích, dạng năng lượng nào là hao phí?
![](https://cdn.vungoi.vn/vungoi/2021/0910/1631258675014_mceclip0.png)
Bạn đã chọn sai
| Đáp án đúng:
b
Bạn đã chọn đúng
| Đáp án đúng:
b
Bạn chưa làm câu này
| Đáp án đúng:
b
Câu 29
Trắc nghiệm
Thả một quả bóng bàn rơi từ một độ cao nhất định, sau khi chạm đất quả bóng không nảy lên đến độ cao ban đầu vì:
Bạn đã chọn sai
| Đáp án đúng:
d
Bạn đã chọn đúng
| Đáp án đúng:
d
Bạn chưa làm câu này
| Đáp án đúng:
d
Câu 30
Trắc nghiệm
Người ở tại vị trí B trong hình vẽ khi ánh sáng mặt trời vừa chiếu tới sẽ quan sát thấy hiện tượng gì? Sau đó, người tại vị trí B sẽ tiếp tục thấy Mặt Trời “chuyển động” như thế nào?
![](https://cdn.vungoi.vn/vungoi/2021/0921/1632207256026_mceclip0.png)
Bạn đã chọn sai
| Đáp án đúng:
b
Bạn đã chọn đúng
| Đáp án đúng:
b
Bạn chưa làm câu này
| Đáp án đúng:
b
Câu 31
Trắc nghiệm
Mặt Trời lúc nào cũng chiếu sáng Trái Đất. Tại sao trên Trái Đất lại có ngày và đêm liên tiếp?
Bạn đã chọn sai
| Đáp án đúng:
b
Bạn đã chọn đúng
| Đáp án đúng:
b
Bạn chưa làm câu này
| Đáp án đúng:
b
Câu 32
Trắc nghiệm
Theo em, hằng ngày người sinh sống ở Hà Nội hay ở Điện Biên sẽ quan sát thấy Mặt Trời mọc trước? Tại sao?
Bạn đã chọn sai
| Đáp án đúng:
a
Bạn đã chọn đúng
| Đáp án đúng:
a
Bạn chưa làm câu này
| Đáp án đúng:
a
Câu 33
Trắc nghiệm
Sắp xếp các hình dạng nhìn thấy của Mặt Trăng ở hình bên dưới theo thứ tự trong tháng âm lịch, bắt đầu từ pha không trăng.
![](https://cdn.vungoi.vn/vungoi/2021/0921/1632210250418_mceclip0.png)
Bạn đã chọn sai
| Đáp án đúng:
d
Bạn đã chọn đúng
| Đáp án đúng:
d
Bạn chưa làm câu này
| Đáp án đúng:
d
Câu 34
Trắc nghiệm
Khoảng thời gian mỗi ngày – đêm trên Trái Đất là bao lâu? Khoảng thời gian đó thể hiện điều gì?
Bạn đã chọn sai
| Đáp án đúng:
b
Bạn đã chọn đúng
| Đáp án đúng:
b
Bạn chưa làm câu này
| Đáp án đúng:
b
Câu 35
Trắc nghiệm
Chu kì quay quanh Mặt Trời của Hỏa tinh được gọi là một năm Hỏa tinh. Em hãy cho biết một năm Hỏa tinh bằng bao nhiêu ngày trên Trái Đất?
Bạn đã chọn sai
| Đáp án đúng:
d
Bạn đã chọn đúng
| Đáp án đúng:
d
Bạn chưa làm câu này
| Đáp án đúng:
d
Câu 36
Trắc nghiệm
Em hãy cho biết các thiên thể số 4, 6, 8 trong hình bên là những hành tinh nào trong hệ Mặt Trời.
![](https://cdn.vungoi.vn/vungoi/2021/0922/1632276261209_mceclip0.png)
Bạn đã chọn sai
| Đáp án đúng:
c
Bạn đã chọn đúng
| Đáp án đúng:
c
Bạn chưa làm câu này
| Đáp án đúng:
c
Câu 37
Trắc nghiệm
Treo thẳng đứng một lò xo, đầu dưới gắn với một quả cân 100g thì lò xo có độ dài là 11 cm, nếu thay bằng quả cân 200g thì lò xo có độ dài là 11,5 cm. Hỏi nếu treo quả cân 500 g thì lò xo có độ dài bằng bao nhiêu?
Bạn đã chọn sai
| Đáp án đúng:
b
Bạn đã chọn đúng
| Đáp án đúng:
b
Bạn chưa làm câu này
| Đáp án đúng:
b
Câu 38
Trắc nghiệm
Các vận động viên đua xe khi muốn tăng tốc độ phải cúi gập người xuống (hình vẽ). Tại sao lại như vậy?
![](data:image/png;base64,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)
Bạn đã chọn sai
| Đáp án đúng:
b
Bạn đã chọn đúng
| Đáp án đúng:
b
Bạn chưa làm câu này
| Đáp án đúng:
b
Câu 39
Trắc nghiệm
Trong các lớp động vật sau, lớp nào tiến hóa nhất?
Bạn đã chọn sai
| Đáp án đúng:
d
Bạn đã chọn đúng
| Đáp án đúng:
d
Bạn chưa làm câu này
| Đáp án đúng:
d
Câu 40
Trắc nghiệm
Hai máy bay có khối lượng như nhau. Chiếc 1 bay ở độ cao h1 = 2 km với vận tốc v1 = 50 m/s. Chiếc 2 bay ở độ cao h2 = 3 km với vận tốc v2 = 200 km/h. Máy bay nào có cơ năng lớn hơn? Vì sao?
(với \({{\rm{W}}_1},{{\rm{W}}_2}\) lần lượt là cơ năng của máy bay 1 và máy bay 2).
Bạn đã chọn sai
| Đáp án đúng:
a
Bạn đã chọn đúng
| Đáp án đúng:
a
Bạn chưa làm câu này
| Đáp án đúng:
a