



 
Hi Becca. Try this with algebra: Let x be the number of feet each dimension was increased by. Then the problem is to find x. The area of a rectangle is the length times width. The initial rectangle is 8 x 6 = 48 square feet. The new rectangle is 32 square feet more. That's 48 + 32 = 80 square feet. So the new rectangle's width is the initial width (6 ft) plus the increase (x). That's 6+x. The length is 8+x. That means (6+x)(8+x) is the new area, which we said is 80 square feet. So (6+x)(8+x) = 80. Solve for x. I'll leave you to draw the diagram. Stephen La Rocque.>  


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