Question

a field is in the form of a rhombus having its side 81 and altitude 25 what is the side of a square field which has the same area as that of the Rhombus​

Answer 1

Answer:

here`s your answer friend..

Explanation:

Area of rhombus = base x altitude (when all sides are equal)

= 81 x 25= 2025 sq m

Perimeter of rhombus = 4 x 81 = 324 m

Area of square = length x length = 2025 (GIVEN: Area of square = area of rhombus)

Area of square = 2025 sq m

Length of side of square =begin mathsize 16px style square root of 2025 equals 45 end style m

Perimeter of square = 4 x 45 = 180

Difference between perimeter of rhombus and Perimeter of square= 324- 180=144 m

HOPE IT HELPED U!!

Answer 2

Answer:

side of the rhombus = 81 m

altitude of the rhombus = 25 m

Since rhombus is also a parallelogram.

 the area of the rhombus = base x altitude

                                            =81 x 25

                                           = 2025

the area of the rhombus is equal to the area of the square field .

the area of the square field = $Side^{2}$=2025

Square root of 2025 is 45

so the side of the square field will be =45m