Question

Two similar triangles have areas of 75M square root two and 12 square root two what is the ratio perimeter

Answer 1

5/2

Explanation:

The ratio of the perimeters is the square root of the ratio of areas:

`(P_1)/(P_2)=\sqrt{(A_1)/(A_2)}=\sqrt{(75√(2))/(12√(2))}=\sqrt{(25)/(4)}=(5)/(2)`

The ratio of perimeters is 5/2.