Triangle ATriangle B are similar triangles with areas 1536 units square and 1734 units square respectively. The ratio of there corresponding height would be	Choose the correct choice:  A) 9:10  B) 17:19  C) 23:27  D) 16:17  E) 15:23
Let x be the height of triangle A and y be the height of triangle of B.   since triangles are similar, ratio of area of A and B is in the ratio of x^2/y^2   Therefore, (x^2/y^2)=1536/1734   (x^2/y^2)=(16*16*6)/(17*17*7)   (x^2/y^2)=16^2/17^2   x/y=16/17   Ans=16:17
<result>D</result>
Triangle ATriangle B are similar triangles with areas 1536 units square and 1734 units square respectively. The ratio of there corresponding height would be