Margie wants to buy a bracelet that is priced $13.50. What will the total price of the bracelet be with 6% sales tax?
The sales tax amount would be 13.50 * 0.06 = $<<13.50*0.06=0.81>>0.81
The total price of the bracelet would therefore be 13.50 + 0.81 = $<<13.50+0.81=14.31>>14.31. Answer: \boxed{14.31}.
To calculate the total price of the bracelet with 6% sales tax, you would follow these steps:
Step 1: Calculate the amount of sales tax.
Sales tax is usually expressed as a percentage of the total price. In this case, the sales tax rate is 6%, so you would need to calculate 6% of the price of the bracelet.
Sales tax amount = 6% of $13.50
Step 2: Calculate the total price.
To get the total price, you need to add the original price of the bracelet to the amount of sales tax.
Total price = Price of the bracelet + Sales tax amount
Now, let's go ahead and do the calculations:
Step 1: Calculate the amount of sales tax.
Sales tax amount = 6% of $13.50
Sales tax amount = (6/100) * $13.50
Sales tax amount = $0.81
Step 2: Calculate the total price.
Total price = Price of the bracelet + Sales tax amount
Total price = $13.50 + $0.81
Total price = $14.31
Therefore, the total price of the bracelet with 6% sales tax will be $14.31.
To find the total price of the bracelet with sales tax, you need to calculate the sales tax amount and then add it to the original price of the bracelet.
Step 1: Calculate the sales tax amount
Multiply the original price of the bracelet ($13.50) by the sales tax rate (6% or 0.06).
Sales tax amount = $13.50 * 0.06 = $0.81
Step 2: Add the sales tax amount to the original price of the bracelet
Add the sales tax amount ($0.81) to the original price of the bracelet ($13.50).
Total price with sales tax = $13.50 + $0.81 = $14.31
Therefore, the total price of the bracelet with 6% sales tax would be $14.31.