The perimeter of the rectangle below is 220 units. Find the length of side AD.

Length AD = 4z

Length AB = 5z+2

The perimeter of the rectangle ABCD:

P = 2AD + 2AB

We have AD = 4z and AB = 5z + 2 and perimeter = 220 units. Substitute:

2 (4z) + 2 (5z + 2) = 220 use distributive property

8z + (2) (5z) + (2) (2) = 220

8z + 10z + 4 = 220 subtract 4 from both sides

18z = 216 divide both sides by 18

z = 12 units

Substitute to AD:

AD = 4 (12) = 48

Answer: AD = 48 units.