Question

Ax and cy are height of the parallelogram ABCD whose are is 28/3 cm^2 . what are the length of xa cy ? ​

Answer 1

Answer:

Given

Area of parallelogram = 28/3 cm^2

Base X Height = 28/3 cm^2

AB = DC = 7cm. (given)

If we take DC as the base then AX is height

So,

DC x AX = 28/3

7 x AX = 28/3

AX = 28/(7 X 3)

AX = 28/21

AX = 4/3 cm

Now,

BC = AD = 4cm

If we take AD as the base then CY is height

So,

AD x CY = 28/3

4 x CY = 28/3

CY = 28/(4 X 3)

CY = 28/12

CY = 7/3 cm