The length of one side of Joseph's office can be found by taking the square root of the total area covered by the carpet.
Total area covered by the carpet = 148f * t^2
Taking the square root of both sides, we have:
Side length of Joseph's office = √(148f * t^2)
Since we don't have any specific values for f and t, we cannot determine the exact length of one side. Therefore, the correct answer would be D) 24 * n, as it represents an unknown value.
Joseph completely covered the floor of his square office with carpet. He used 148f * t ^ 2 of carpet. Which measurement is closest to the length of one side of Joseph's office in feet? A 11 R B 278 C 12 x D 24 * n
1 answer
1 answer