Question

Find the diagonal of the rhombus , whose area is 507m^2

, if the diagonal are in the ratio

2 :3.​

Answer 1

Answer:

Area of diagnol =1/2 (d1 x d2 )

suppose d1 = 2x

" d2 = 3x

507 =1/2(2x *3x)

507 x 2 =(6 x ^2)

1014/6 = 169

x^2 =169

\sqrt{169}

169

x =13

d1 = 2 x 13 =26

d2 =3 x 13= 39