Dawn Lingua bought three yards of cloth to make some curtains. The cloth was on sale for $2.25 per yard. How much did Dawn pay for the cloth if the sales tax was 5%
3(2.25)(1.05) = 7.09
To calculate the total cost of the cloth, we need to find the price of the cloth and add the sales tax.
1. Find the price of the cloth:
Dawn bought three yards of cloth at a sale price of $2.25 per yard.
So, the price of one yard of cloth is $2.25.
To find the price of three yards, we multiply $2.25 by 3:
$2.25 × 3 = $6.75
Therefore, the price of the cloth before tax is $6.75.
2. Calculate the sales tax:
The sales tax is 5% of the price of the cloth.
To find the sales tax, we multiply the price of the cloth by 5% (or 0.05):
$6.75 × 0.05 = $0.3375
Therefore, the sales tax is $0.3375.
3. Calculate the total cost:
To find the total cost, we add the price of the cloth to the sales tax:
$6.75 + $0.3375 = $7.0875
Since the price of the cloth cannot be divided into a fraction of a cent, we round the total cost to the nearest cent.
Rounding $7.0875 to the nearest cent gives: $7.09
Therefore, Dawn paid $7.09 for the cloth, including sales tax.
To calculate the cost of the cloth, we need to follow these steps:
Step 1: Determine the cost per yard of cloth.
The cloth was on sale for $2.25 per yard.
Step 2: Calculate the sub-total cost before tax.
Dawn bought three yards of cloth, so the sub-total cost before tax is 3 yards * $2.25 per yard = $6.75.
Step 3: Calculate the sales tax.
The sales tax is 5% of the sub-total cost.
Sales tax = 5% * $6.75 = $0.3375.
Step 4: Calculate the total cost.
The total cost is the sub-total cost before tax plus the sales tax.
Total cost = $6.75 + $0.3375 = $7.0875.
Therefore, Dawn paid $7.0875 for the cloth, rounded to $7.09.