Câu 1: Chọn phương án SAI.
Người ta sử dụng đơn vị đo độ dài là:
A. Mét B.Kilômét C. Mét khối D. Đềximét.
Câu 2: Kết luận nào đúng khi nói về Giới hạn đo (GHĐ) và Độ chia nhỏ nhất (ĐCNN) của thước dưới đây?
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)
A. GHĐ là 15cm và ĐCNN là 1cm.
B. GHĐ là 10cm và ĐCNN là 1mm.
C. GHĐ là 1cm và ĐCNN là 2mm.
D. GHĐ là 15cm và ĐCNN là 2mm.
Câu 3: Trước khi đo độ dài của một vật, cần phải ước lượng độ dài cần đo để?
A. Chọn dụng cụ đo thích hợp.
B. Chọn thước đo thích hợp.
C. Đo chiều dài cho chính xác.
D. Có cách đặt mắt cho đúng cách.
Câu 4: Một bạn dùng thước đo chiều cao của một cái cốc hình trụ, Kết quả đo là 10,4cm. ĐCNN của thước nhận giá trị nào trong các giá trị sau?
A. 2mm B. 1cm C.10dm D.1m.
Câu 5: Để đo thể tích của một chất lỏng còn gần đầy chai 1 lít, trong các bình chia độ đã cho sau đây, chọn bình chia độ nào phù hợp nhất?
1. Bình 100ml và có vạch chia tới 1ml.
2. Bình 500ml và có vạch chia tới 5ml.
2. Bình 1000ml và có vạch chia tới 5ml.
4. Bình 1000ml và có vạch chia tới 5ml.
A. Bình 1 B. Bình 2 C. Bình 3 D. Bình 4.
Câu 6. Một người bán dầu chỉ có một cái ca 0,5 lít và một cái ca 1 lít. Người đó chỉ bán được dầu cho khách hàng nào sau đây?
A. Khách hàng 1 cần mua 1,4 lít.
B. Khách hàng 2 cần mua 3,5 lít.
C. Khách hàng 3 cần mua 2,7 lít.
D. Khách hàng 4 cần mua 3,2 lít.
Câu 7: Dùng một bình chia độ có GHĐ 20ml và ĐCNN 1ml để đo một vật rắn không thấm nước. Ban đầu mực nước trong bình là 13ml, sau khi bỏ vật rắn vào bình thì mực nước là 17ml. Thể tích của vật rắn không thấm nước nhận giá trị là:
A. 5ml B. 4ml C.4,0ml D.17ml.
Câu 8: Để đo thể tích chất lỏng, người ta dùng dụng cụ:
A. Cốc uống nước.
B. Bát ăn cơm.
C. Ấm nấu nước.
D. Bình chia độ.
Câu 9: Trên một can nhựa có ghi "2 lít". Điều đó có nghĩa là gì?
A. Can có thể đựng trên 2 lít.
B. ĐCNN của can là 2 lít.
C. Giới hạn chứa chất lỏng của can là 2 lít.
D. Cả A,B và C đều đúng.