Question

the perimeter of rectangle is 62 m . if it's breath is 7 and lenth is 24 . what is length of it's diagonal.​

Answer 1

Step-by-step explanation:

given that

perimeter of the rectangle = 62 m

breath = 7

length = 24

diagnol = ? =d

when we draw the diagnal in rectangle it forms to right triangles

we know that

Pythagoras theorem

BC = √AB^2 + AC^2

d = √24^2 + 7^2

d = √ 576+ 49

d = √ 625 {25 = √625}

d = 25

the length of the diagonal is = 25 m