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Answer :
The area of Pete's back yard is 336 square yards.
Area calculation:
Convert units to a common system: Since the given dimensions are in different units (yards and feet), we need to convert them to a common unit for accurate calculation. Let's convert both to yards:
Width: 48 feet * (1 yard / 3 feet) = 16 yards
Area formula: Now that both dimensions are in yards, we can use the formula for the area of a rectangle:
Area = Length * Width
Area = 21 yards * 16 yards
Calculate the area:
Area = 336 square yards
Therefore, the area of Pete's back yard is 336 square yards.
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Final answer:
To calculate the area of Pete's backyard, first convert the width from feet to yards, then multiply the length by the width. The area is 336 square yards.
Explanation:
To calculate the area of Pete's backyard, we need to convert the width into the same units as the length. Since the backyard is 21 yards long, and there are 3 feet in a yard, we need to convert 48 feet into yards by dividing by 3.
48 feet ÷ 3 feet/yard = 16 yards
Now that we have both dimensions in yards, calculating the area is straightforward. The formula for area is length × width.
Area = 21 yards × 16 yards
Therefore, the area of Pete's backyard is:
Area = 336 square yards
