You are going to replace the flooring in a 3 rooms of your house, a 10'x12', 20'x15', and 15'x18'. Assume installation is $20 per square foot and there is a flat removal fee of $200. If you pick out tile that's $8 per square foot, what will your total cost be including sales tax (7%).

Respuesta :

Answer:

$20,672.40

Step-by-step explanation:

To calculate the total cost of replacing the flooring in the three rooms, we need to follow these steps:

1. Calculate the area of each room by multiplying the length and width:

- Room 1: 10' x 12' = 120 sq ft

- Room 2: 20' x 15' = 300 sq ft

- Room 3: 15' x 18' = 270 sq ft

2. Calculate the total area by adding up the areas of all three rooms:

- Total area = 120 sq ft + 300 sq ft + 270 sq ft = 690 sq ft

3. Calculate the cost of the tile by multiplying the tile price per square foot by the total area:

- Tile cost = $8/sq ft x 690 sq ft = $5,520

4. Calculate the installation cost by multiplying the installation price per square foot by the total area:

- Installation cost = $20/sq ft x 690 sq ft = $13,800

5. Add the tile cost and installation cost together:

- Total cost before tax = Tile cost + Installation cost = $5,520 + $13,800 = $19,320

6. Calculate the sales tax by multiplying the total cost before tax by the tax rate:

- Sales tax = $19,320 x 0.07 = $1,352.40

7. Add the sales tax to the total cost before tax to get the final total cost:

- Total cost with tax = Total cost before tax + Sales tax = $19,320 + $1,352.40 = $20,672.40

Therefore, the total cost of replacing the flooring in the three rooms, including sales tax, would be $20,672.40.