Find the height of a Parallelogram if its area is 36 sq. cm and base is 4 cm.
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Answered by
2
Answer:
In given figure parallelogram ABCD and parallelogram ABEF are lies between same parallel lines and having same base AB.
∴ Area of parallelogram ABCD = Area of parallelogram ABEF.
⇒ In parallelogram ABEF
⇒ AB=b=4.2 and FP=h.
⇒ Area of parallelogram ABEF=b×h.
⇒ 36=4.2×h.
⇒ h=
4.2
36
⇒ h=8.57cm.
∴ Height of parallelogram ABEF is 8.57cm.
Answered by
0
Answer:
Answer:
In given figure parallelogram ABCD and parallelogram ABEF are lies between same parallel lines and having same base AB.
∴ Area of parallelogram ABCD = Area of parallelogram ABEF.
⇒ In parallelogram ABEF
⇒ AB=b=4.2 and FP=h.
⇒ Area of parallelogram ABEF=b×h.
⇒ 36=4.2×h.
⇒ h=
4.2
36
⇒ h=8.57cm.
∴ Height of parallelogram ABEF is 8.57cm.
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