Question

Hi guys!! Here's my question
Enjoy 20 pts:)

Answer 1

Hey!!

Given,

Area of rhombus = (d1 × d2) ÷ 2 = 252

One diagonal = 28

another = ?

ATP,

$\frac{28 \times x}{2} = 252 \\ \\ \frac{28x}{2} = 252 \\ \\ 28x = 252 \times 2 \\ \\ 28x = 504 \\ \\ x = \frac{504}{28} \\ \\ x = 18$
Therefore, the other diagonal is 18.

Answer 2

Solution:-

Given:-

Length of One Diagonal = 28 cm.

Area of Diagonal = 252 cm²

To Find:-

Length of Other Diagonal = ?

Find:-

Area of Rhombus= (Product of two Diagonal)/2

=) Area = (D × 28)/2

=) 252 = D × 14

=) D = 252/14

=) D = 18 cm.

Hence,

Length of Other Diagonal is 18cm.

Properties of Rhombus;

▪ Diagonal bisects the angle.

▪ Opposite sides are parallel.

▪ Opposite angles are congruent.

▪ All sides are equal in length.