Math, asked by kriya8404, 9 months ago

A feild is in the form of a rhombus whose each side is 81m and altitude is 25m.find the side of a square field whose area is equal to that of the rhombus. find the difference in their perimeters.​

Answers

Answered by sanjayk94143
3

area of rhombus =b× a

area=81×25

=2025

area of square= side× side

square a= 2025

area= √2025

area= 45

difference of their perimeter = perimeter of rhombus - parameter of square

81 ×4 - 45 - 4

324-180

144

Answered by vulkitsaddi007
1

Side of rhombus is 81m and its altitude is 25m.

Area of rhombus = side * altitude = 81*25 sqm.

Area of square = 81*25 sqm.

So side of square = sqrt(81*25)= 9*5 = 45m

Perimeter of a rhombus = 4 × 81 = 324m

perimeter of a square = 4 × 45 = 180m

Their difference = 324 - 180 = 144m

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