Pleassseee answer quickly
The side length of a square is s feet. The side length of a second square is 8 feet shorter than the side length of the first square.
What statement explains how the two forms of the perimeter for the second square is related to the perimeter of the first square?

A . The perimeter of the second square is 4(s−8) or 4s−32. This means subtracting 8 feet from the side of the square with side s subtracts 32 feet from the perimeter 4s.

B. The perimeter of the second square is 4(s−8) or 4s−8 . This means subtracting 8 feet from the side of the square with side s subtracts 8 feet from the perimeter 4s.

C. The perimeter of the second square is 4(s−8) or s−32. This means subtracting 8 feet from the side of the square with side s subtracts 32 feet from the perimeter 4s.

D. The perimeter of the second square is 4(s−8) or 4s−32. This means subtracting 8 feet from the side of the square with side s subtracts 4 feet from the perimeter 4s.