Pre-Secondary One Hong Kong Attainment Test · Mathematics

Area (cm², m²): Practice Questions

5 multiple-choice questions marked as you go, and 1 written questions with worked solutions. All on Area (cm², m²).

6 questions7 marksFree, no account
Question 1
1 mark

一個平行四邊形的底是 \( 14 \text{ cm} \),高是 \( 6 \text{ cm} \)。若將底減半,面積會減少多少 \( \text{cm}^2 \)?

Question 2
1 mark

下圖是一個三角形,底是 \( 16 \text{ cm} \),高是 \( 10 \text{ cm} \)。如果在三角形內剪去一個底為 \( 4 \text{ cm} \)、高為 \( 5 \text{ cm} \) 的小三角形,剩餘部分的面積是多少 \( \text{cm}^2 \)?

Question 3
1 mark

在下圖的平行四邊形 \( ABCD \) 中,底 \( BC \) 的長度是 \( 12 \text{ cm} \),而對應的高是 \( 8 \text{ cm} \)。若在內部剪去一個底為 \( 4 \text{ cm} \)、高為 \( 3 \text{ cm} \) 的三角形,剩餘部分的面積是多少 \( \text{ cm}^2 \)?

Question 4
1 mark

一個直角三角形的底是 \( 15 \text{ cm} \),高是 \( 8 \text{ cm} \),它的面積是多少 \( \text{cm}^2 \)?

Question 5
1 mark

下圖是一個梯形 \( ABCD \),其上底 \( AD = 6 \text{ cm} \),下底 \( BC = 10 \text{ cm} \),高為 \( 5 \text{ cm} \)。若將其高增加 \( 2 \text{ cm} \) 且底邊不變,新梯形的面積比原來的增加了多少 \( \text{cm}^2 \)?

Question 6
2 marks

一個平行四邊形的底是 \( 12 \text{ cm} \),高是 \( 7 \text{ cm} \),求它的面積。

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