Question

BRAINILEST!!!!Karim builds a wooden table.

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The rectangular top of his table has an area of square inches and a length of inches. What is the width of the table top?
9 inches
27 inches
2,187 inches
59,049 inches

Answer 1

`\textrm{Area} = 3^7 \textrm{ sq in}`

`\textrm{length} = 3^4 \textrm{ in}`

`\textrm{Area} = \textrm{length} * \textrm{width}`

`\textrm{width} = \frac{ \textrm{Area} }{ \textrm{length} } = (3^7)/(3^4) = 3^(7-4)=3^3=27 \textrm{ inches}`

Answer: 27 inches

Answer 2

To solve this problem you must apply the proccedure shown below:

1. The area of the rectangle is:

`A=WL`

Where
`W` is the width and
`L` is the length.

2. Based on the data given, solve for the width and then substitute the values of the length and the values of the area. Therefore, you have:

`W=(A)/(L) \\ W=27 inches`

The answer is the second option:

`27 inches`