In the ratio ofSimilar trianglethe ratio ofthe sides of twois 3:2 then

1.	In the ratio ofSimilar trianglethe ratio ofthe sides of twois 3:2 thentheir areas is
Answer» Scale factor for the sides of these triangles k=3/2 Therefore the ratio of area will be: k^2 =Area Triangle A/Area triangle B k^2=(3/2)^2 =9/4 Hence if sides of two similar triangles are in the ratioa:b, their areas are in the proportiona^2:b^2 let the no..s be 3x and 2x 2x+3x=1805x=180x=180/5x=36 3x=3×36=1082x=2×36=72

In the ratio ofSimilar trianglethe ratio ofthe sides of twois 3:2 thentheir areas is

Answer»

Scale factor for the sides of these triangles

k=3/2

Therefore the ratio of area will be:

k^2 =Area Triangle A/Area triangle B

k^2=(3/2)^2

=9/4

Hence if sides of two similar triangles are in the ratioa:b, their areas are in the proportiona^2:b^2

let the no..s be 3x and 2x

2x+3x=1805x=180x=180/5x=36

3x=3×36=1082x=2×36=72