Question

the area of rhombus is 9.72m sq and its perimeter is 8m find its altitude​

Answer 1

Answer:

hope this helps you

Step-by-step explanation:

Explanation:

Given:

Area of a rhombus =9.72 {m}^{2}9.72m

2

Perimeter is 8m

To Find :

Altitude of the Rhombus

Perimeter of the Rhombus =8m

4a = 84a=8

\bold{a = 2}a=2

Therefore,the side of the Rhombus is 2m

We know that the all sides of the Rhombus are equal so sides are 2m each.

\bold{\boxed{Altitude = area \div base}}

Altitude=area÷base

Altitude = \frac{9.72 }{2} = \frac{972}{200} = \frac{486}{100} = {\red{4.86m}}Altitude=

2

9.72

=

200

972

=

100

486

=4.86m

Therefore ,Altitude of the Rhombus is 4.86m.