Question

a bedroom is 15 ft long and 12 ft wide. How much will it cost to carpet the room if carpeting costs $22 per square yard? (1 yd = 3 ft) need help on the process pls!

Answer 1

The cost to carpet the room is $440.

Step-by-step explanation:

To find the cost of carpeting the room, we need to find the area of the room in square yards. First, we need to convert the dimensions of the room to yards by dividing them by 3. So, the length of the room in yards is 15ft / 3ft = 5 yards and the width of the room in yards is 12ft / 3ft = 4 yards. The area of the room is then 5 yards * 4 yards = 20 square yards. Finally, we can multiply the area by the cost per square yard to find the total cost. So, the cost to carpet the room is 20 square yards * $22 per square yard = $440.

Answer 2

The carpenting cost for bedroom is $ 440

Solution:

Given that a bedroom is 15 feet and 12 feet wide

Also carpeting costs $22 per square yard

To find: cost to carpet the room

The cost to carpet the room is calculated by multiplying area of bedroom by carpenting cost

Since bedroom is generally of rectangular shape, we can use area of rectangle formula

The area of rectangle is given as:

`\text {Area of rectangle }=\text { length } * \text { width }`

Here length = 15 feet and width = 12 feet

`\text {Area of rectangle }=15 * 12=180`

Thus area of bedroom is 180 square feet

Let us convert feet to yards

Given that 1 yard = 3 feet

`1 \text { feet }=(1)/(3) \text { yard }`

`180 \text { square feet }=180 \mathrm{feet}^(2)`

`\begin{array}{l}{180 \text { feet }^(2)=180 * (1)/(3) * (1)/(3) \text { yard }^(2)} \\\\ {180 \text { feet }^(2)=20 \text { yard }^(2)}\end{array}`

Calculating carpenting cost:

`\text {carpenting cost }=\text { area of bedroom } * \text { cost per square yard }`

`\begin{array}{l}{\text { carpenting cost }=20 * 22} \\\\ {\text { carpenting cost }=\$ 440}\end{array}`

Thus the carpenting cost for bedroom is $ 440