find the area of rhombus whose side is 20m and one diagonal is 24m?
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Answered by
13
As the diagonals of rhombus bisects each other by 90°
12²+half of second diagonal²=20²
Half of second diagonal=√{400-144}
Half of second diagonal =16
Second diagonal =16+16=32
Then
Area of rhombus =product of diagonals/2
Area of rhombus =32*24/2
Area of rhombus =12*32
Area of rhombus =384m²
12²+half of second diagonal²=20²
Half of second diagonal=√{400-144}
Half of second diagonal =16
Second diagonal =16+16=32
Then
Area of rhombus =product of diagonals/2
Area of rhombus =32*24/2
Area of rhombus =12*32
Area of rhombus =384m²
Answered by
5
given side = 20m
diagonal = 24
from right angled triangle
d^2+12^2=20^2
d^2=400-144
d^2=256
d=16
so we have obtained another diagonal.
area of rhombus = pq/2
= 24x2(16)/2
=384squnits.
diagonal = 24
from right angled triangle
d^2+12^2=20^2
d^2=400-144
d^2=256
d=16
so we have obtained another diagonal.
area of rhombus = pq/2
= 24x2(16)/2
=384squnits.
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