Question

es
The Area of rhombus is 64 m² if the one
of digonal 16m , find the other dig
diagonals​

Answer 1

Given

Area of rhombus is 64m²

One diagonal of rhombus is 16m

To Find

We have to find the other diagonal

$\sf\huge\bold{\underline{\underline{{Solution}}}}$

Area of rhombus = diagonal 1 × diagonal 2 ÷ 2

Now, substitute values into formula

=>64= 16× Diagonal 2 ÷ 2

=>16 × diagonal 2 = 64×2

=>16× Diagonal 2 = 128

=>Diagonal 2= 128÷16=8

Hence ,the length of other diagonal is 8m

Check:

Area of rhombus = 16×8÷ 2

=>Area of rhombus=128÷2

=>Area of rhombus=64m²

Extra information=>

Area is Space or region which is covered by a solid object/figure it is said to be area of that object.

Area depends upon the dimensions of the figure.If dimensions is larger then larger will be the area of that object/figure and vice -versa.

Properties of Rhombus:

• All sides of rhombus are equal and opposite sides are parallel.
• Diagonals of Rhombus bisects each other at 90°.
• There are four congruent right angled triangles formed between the two diagonals.