Question

Alexus gave the sales clerk a $50 bill to pay for her 3 t-shirts. Each shirt cost the same amount. She got $10.22 back in change. How much did each shirt cost in dollars and cents?

Answer 1

To find the cost of each shirt, subtract the change received from the total amount paid. Divide the remaining amount by the number of shirts to find the cost of each shirt. So, each shirt costs $13.26 in dollars and cents.

Step-by-step explanation:

To find the cost of each shirt, we need to subtract the change received from the total amount paid.

Alexus gave a $50 bill to pay for the 3 shirts, so the total amount paid is 3 times the cost of each shirt. The change received is $10.22.

To find the cost of each shirt, we can set up the equation: 3x = 50 - 10.22, where x represents the cost of each shirt. Solving this equation will give us the cost of each shirt in dollars and cents.

Subtracting $10.22 from $50 gives us $39.78. Dividing $39.78 by 3 gives us approximately $13.26.

Therefore, each shirt costs $13.26 in dollars and cents.