Question

The area of a parallelogram is 392 m2

.If its altitude is twice the corresponding base,

determine the base and height.

Please give me answer in perfect solution ​

Answer 1

Answer:

Let the base(b) be 'x'

Given altitude is twice the base

It means,altitude(h) = 2x

Area of a parallelogram = bh

Given area of the parallelogram = 392 m²

⇒(bh)=392m²

⇒(x)(2x)=392m²

⇒2x²=392m²

⇒x²=392m²/2

⇒x²=196m²

⇒x=√196m²

⇒x=14m.

Therefore,the base of the parallelogram(x)=14m and

                 the altitude of the parallelogram(2x)=2(14)=28m

Answer 2

Answer:

$hi$

Step-by-step explanation:

Let the base(b) be 'x'

Given altitude is twice the base

It means,altitude(h) = 2x

Area of a parallelogram = bh

Given area of the parallelogram = 392 m²

⇒(bh)=392m²

⇒(x)(2x)=392m²

⇒2x²=392m²

⇒x²=392m²/2

⇒x²=196m²

⇒x=√196m²

⇒x=14m.

Therefore,the base of the parallelogram(x)=14m and

the altitude of the parallelogram(2x)=2(14)=28m