Question

If the area of a basketball court in 117 square feet and the width is 9 feet, what is the length?

Answer 1

Answer:

Area=length×breadth

$117 = 9 \times l \\ l = \frac{117}{9} \\ l = 13 \: feets$

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Answer 2

Given: The area of a basketball court is 117 square feet and the width is 9 feet.

To find: The length of the basketball court.

Solution:

• The area of a rectangular surface is given by the formula,

        $A = l * b$

• Here, A is the area of the rectangular surface, l is the length and b is the breadth or the width of the rectangular surface.
• On replacing the terms with the values given in the question, the obtained equation is,

        $117 ft^{2} = l * 9ft$

• On rearranging and solving further, the value of the length is found to be,

        $l = \frac{117ft^{2}}{9ft}$

          $= 13ft$

Therefore, the length of the baseketball court is 13 feet.