SOLUTION: A rectangle has sides 10 and 12 units. How can the area of a square be computed if its has the same perimeter as the rectangle? a. add 10 and 12, double the sum, divide by 4, th

Algebra ->  Surface-area -> SOLUTION: A rectangle has sides 10 and 12 units. How can the area of a square be computed if its has the same perimeter as the rectangle? a. add 10 and 12, double the sum, divide by 4, th      Log On


   



Question 867137: A rectangle has sides 10 and 12 units. How can the area of a square be computed if its has the same perimeter as the rectangle?
a. add 10 and 12, double the sum, divide by 4, then multiply by 4
b. add 10 and 12, double the sum, divide by 4, then multiply by ? (no.lacking)
c. add 10 and 12, double the sum, divide by 4, then square the quotient
d. add 10 and 12, double the sum, then multiply by 4
I know how to solve for the perimeter of the rectangle:
P of rectangle = 2 (L+W) = 2 (10+12) = 44
but I don't know how to compute for the area of the square using the perimeter of the rectangle.

Answer by ewatrrr(24785) About Me  (Show Source):
You can put this solution on YOUR website!
P of rectangle = 2 (L+W) = 2 (10+12) = 44 Yes, good work.
P%5Bsquare%5D+=+44 s%5BSquare%5D+=+44%2F4+=+11 A%5Bsquare%5D+=+11%5E2+=+121
c. add 10 and 12, double the sum, divide by 4, then square the quotient