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The width of Marty's backyard is 43.2 feet and the length is 32.1 feet. Marty has a rectangular-shaped backyard. What is the total area of his rectangular backyard?

a) 1385.92 square feet
b) 1472.52 square feet
c) 1389.12 square feet
d) 1465.92 square feet

1 Answer

3 votes

Final answer:

The total area of Marty's rectangular-shaped backyard, which measures 43.2 feet in width and 32.1 feet in length, is calculated as 1385.92 square feet.

Step-by-step explanation:

The question asks us to calculate the total area of a rectangular backyard with a given width and length. To find the area of a rectangle, you multiply the width by the length. Using this formula, we can calculate Marty's backyard area: Area = width × length. The width of Marty's backyard is 43.2 feet and the length is 32.1 feet, therefore, Area = 43.2 ft × 32.1 ft = 1385.92 square feet. This matches answer choice a) 1385.92 square feet