SOLUTION: Two squares are beside each other. One square has 6 times the length of the other square, how many times greater is the area of the larger square? How do you know? Draw both square

Algebra ->  Rectangles -> SOLUTION: Two squares are beside each other. One square has 6 times the length of the other square, how many times greater is the area of the larger square? How do you know? Draw both square      Log On


   



Question 480525: Two squares are beside each other. One square has 6 times the length of the other square, how many times greater is the area of the larger square? How do you know? Draw both squares using a ruler and prove your results.
Answer by Edwin McCravy(20056) About Me  (Show Source):
You can put this solution on YOUR website!
36 times because multiplying the length of each side of a square
by a number increases the area by the SQUARE of the number each
side was multiplied by, and 6² is 36.


To prove it:


Count the little squares in the big square at the right.
You'll find there are 36 of them and each one is the same
size as the little square at the left.
Edwin