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A garden is 33.75 feet long and 21.6 feet wide.

1. Draw a diagram of the garden with lengths written on all four sides.
2. What is the total distance around the garden?

A. 66.9 feet
B. 110.1 feet
C. 110.7 feet
D. 76.35 feet

Answer :

Final answer:

To compute the total distance around the rectangle-shaped garden (its perimeter), add the lengths of all four sides. Using the formula 2 * (length + width), the perimeter is 2 * (33.75 + 21.6), which equals 110.7 feet. Correct option is c. 110.7

Explanation:

The question is asking for the total distance around the garden, this concept in mathematics is known as the perimeter. We calculate the perimeter of a rectangle by adding the lengths of all its four sides which is given by the formula 2 * (length + width).

Here's how you would calculate it:

The length of the garden is 33.75 feet.

The width of the garden is 21.6 feet.

By substituting the values into the formula, we get: 2 * (33.75 + 21.6)

Performing the addition in the parentheses first (as per the order of operations BIDMAS/BODMAS), we get: 2 * (55.35)

Finally, multiplying 55.35 by 2 equals 110.7 feet. Hence, the total distance around the garden (or the perimeter of the garden) is 110.7 feet.

Learn more about Perimeter Calculation here:

https://brainly.com/question/34472601

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