# 8.9.1. Equality of the Areas of Two Parallelograms

If , find three parallelograms which have equal areas.

• A, ,
• B, ,
• C, ,
• D, ,
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If , and the area of the parallelogram , determine the area of .

• A
• B
• C
• D
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If is a square whose perimeter is cm, find the length of , , and the area of .

• Acm, cm, area of
• Bcm, cm, area of
• Ccm, cm, area of
• Dcm, cm, area of
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If the area of parallelogram and the area of , find the area of and .

• A area of , area of
• B area of , area of
• C area of , area of
• D area of , area of
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Find the area of the and the length of .

• A, cm
• B, cm
• C, cm
• D, cm
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Find the area of the parallelogram where cm.

• A
• B
• C
• D
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The length of two adjacent sides of a parallelogram are cm and cm. If its greater height is cm, find its area.

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Given that is a parallelogram and cm, find its area.

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Given that is a parallelogram, where cm, find its area.

• A
• B
• C
• D
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If the area of a parallelogram is and its height is cm, find the length of the corresponding base.

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If the base length of a parallelogram is cm, and the corresponding height is cm, find its area.

• A
• B
• C
• D
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Given that the area of a parallelogram is , and its base length is cm, find the corresponding height of the base.

• Acm
• Bcm
• Ccm
• Dcm
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Given that and are two parallelograms, and the area of , find the area of .

• A
• B
• C
• D
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Given that is a parallelogram, where its smaller height is cm, cm, and cm, find its greater height.

• Acm
• Bcm
• Ccm
• Dcm
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