Find two similar sides and express as a ratio:
WX/RS = 20/24 = 5/6
Let B and H be the dimensions of DEF
then ABC is 6/10 B and 6/10 H
Area = 1/2 BH for a triangle so the ratios of the areas would be
(1/2 6/10 B 6/10 H ) / 1/2 B H the 1/2 the B's and the H's 'cancel out'
6/10 * 6/10 = 36/100 = 9/25
Area for a square (or rectangle) is L x W Now scale by 6 (6L x 6W ) / (L x W) = 36 times bigger !
Find two similar sides and express as a ratio:
WX/RS = 20/24 = 5/6
Let B and H be the dimensions of DEF
then ABC is 6/10 B and 6/10 H
Area = 1/2 BH for a triangle so the ratios of the areas would be
(1/2 6/10 B 6/10 H ) / 1/2 B H the 1/2 the B's and the H's 'cancel out'
6/10 * 6/10 = 36/100 = 9/25
Area for a square (or rectangle) is L x W Now scale by 6 (6L x 6W ) / (L x W) = 36 times bigger !