Question

Find the altitude of a rhombus, whose area is 50 m2 and perimeter is 60 m

Answer 1

PLZ MARK MY SOLUTION AS THE BRAINLIEST.

PERIMETER OF THE RHOMBUS = 60 m.

SO, ITS EACH SIDE = PERIMETER / 4 = 60 / 4 m = 15 m.

AREA OF THE RHOMBUS IS EQUAL TO THE PRODUCT OF BASE AND HEIGHT.

AREA = 50 m ^ 2

BASE = LENGTH OF EACH SIDE = 15 m

LET THE HEIGHT BE H m.

SO, BY THE PROBLEM,

15 × H = 50

H = 50/ 15 = 3.34

SO, THE ALTITUDE OF THE RHOMBUS IS 3.34 m.

Answer 2

Answer:

find the altitude of rhombus whose area is 15 m square and perimeter is 60 m.