The perimeter of a rectangular garden is 310 feet. If the length of the garden is 88 feet, what is its width?

The equation to calculate perimeter of rectangle is (length+width) x2

Therefore, we can use algebra to solve this question.

Let the width be w,

(88+w) x2 = 310

88+w = 310/2

88+w = 155

w=155-88

w=67

Therefore, the width should be 67 feet.

Since there is two sides you would times 88 by 2 which would give you 176. Then subtract that from the total so 310-176 = 134. Then divide that by to and you would get 67 for the width