Evan buys 2 CDs. $1.49 is added to the total price which is the 5% sales tax.
What is the cost for each of the CDs?
well the price 2p for the 2 CDs produces 1.49 sales tax, so
.05(2p) = 1.49
Now you can find p.
Evan buys 2 CDs. $1.49 is added to the total price which is the 5% sales tax.
What is the cost for each of the CDs?
To find the cost for each CD, we'll follow these steps:
Step 1: Subtract the sales tax from the total.
Step 2: Divide the remaining cost by the number of CDs.
Let's begin:
Step 1: Subtract the sales tax from the total.
Total cost - Sales tax = Cost before tax
Let's call the total cost T and the sales tax ST.
T - ST = Cost before tax
In this case, the total cost is not given, but the information about $1.49 being the 5% sales tax can help us calculate it.
To find the total cost, we need to divide $1.49 by the tax rate (5%). The formula to calculate the total cost is:
Total cost = Cost before tax + Sales tax
Step 2: Divide the remaining cost by the number of CDs.
Let's call the number of CDs N.
Cost before tax / N = Cost per CD
Now we can calculate the cost per CD:
Let's assume the total cost is T and the number of CDs is 2.
1. Calculate the cost before tax:
T - ($1.49) = Cost before tax
2. Calculate the cost per CD:
Cost before tax / 2 = Cost per CD
By following these steps, you can find the cost for each of the CDs using the given information about the total cost and the sales tax.