L2 = L1 + 5
W2 = W1 - 15
P1= 2(L1 + W1)
P2 = 2(L2 + W2) = 2(L1 +5 + W1 - 15) = 2(L1 + W1) -20
P1 - P2 = 2(L1 + W1) - [2(L1 + W1) - 20] = 20
JACOB R.
asked 04/10/19The area of each of 2 rectangles is 72 sq cm. The lengths and widths of each rectangle are integers. Rectangle 2's length is 5 cm greater than rectangle 1's length; rectangle 2’s width is 15 cm less than rectangle 1. What is the positive difference in the perimeters of rectangle 1 and rectangle 2?
L2 = L1 + 5
W2 = W1 - 15
P1= 2(L1 + W1)
P2 = 2(L2 + W2) = 2(L1 +5 + W1 - 15) = 2(L1 + W1) -20
P1 - P2 = 2(L1 + W1) - [2(L1 + W1) - 20] = 20
Get a free answer to a quick problem.
Most questions answered within 4 hours.
Choose an expert and meet online. No packages or subscriptions, pay only for the time you need.