The design team in charge of the warehouse has chosen a tile that has an area of 2.25 square feet. Which of the following situations best models the minimum number of tiles needed to cover the warehouse floor?

A. \( T = \frac{12x}{2.25} \)

B. \( T = \frac{2.25}{36x^2} \)

C. \( T = 36x^2 \)

D. None of the above

36=2.25t So the answer would be none of the above

Answered by Soccerboy19 | 2024-06-10

Area of single tile=2.25 square feet
Area of Floor, which is in the shape of Square having dimension 6 feet is
=Side × Side
=6 × 6
=36 Square Feet
Minimum number of tiles needed to cover the warehouse floor
= Area of floor Area of floor ​ = 2.25 36 ​
Option D
None of the above ;

Answered by Anonymous | 2024-06-12

The number of tiles needed to cover a floor area can be calculated using the formula T = A re a t i l e ​ A ​ . The options presented do not accurately model this calculation based on the provided tile area, thus the correct choice is D: None of the above.
;

Answered by Anonymous | 2024-11-01