What is the area of the park in square feet?
Understand the Problem
The question asks for the area of a rectangular park with given dimensions (143 feet by 32 feet) and additional features such as a grassy field and a flower bed. The focus is on calculating the area of the park in square feet, considering the dimensions provided.
Answer
The area of the park is \( 4576 \) square feet.
Answer for screen readers
The area of the park is ( 4576 ) square feet.
Steps to Solve
- Calculate the Area of the Park To find the area of the rectangular park, we use the formula for area:
$$ \text{Area} = \text{Length} \times \text{Width} $$
Plug in the given dimensions:
$$ \text{Area} = 143 \text{ ft} \times 32 \text{ ft} $$
- Perform the Multiplication Now, we multiply the length by the width:
$$ \text{Area} = 143 \times 32 = 4576 \text{ square feet} $$
- Identify Additional Features The grassy field and flower bed dimensions mentioned do not affect the total area of the park, but for clarity, note their dimensions:
- Grassy field width: 30 ft
- Flower bed width: 2 ft
- Final Calculation Confirmation The calculations confirm that the area of the entire park remains:
$$ \text{Total Area} = 4576 \text{ square feet} $$
The area of the park is ( 4576 ) square feet.
More Information
The area of a rectangle represents the total surface inside the rectangle. In this problem, we calculated it keeping in mind the park’s dimensions without considering additional features since they don’t subtract from the total area.
Tips
- Confusing the dimensions and applying them incorrectly in the area formula.
- Forgetting to multiply both dimensions (length and width) and only summing them instead.
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