A customer buys two items for $240 after a discount of 10% on each. What was the

A customer buys two items for $240 after a discount of 10% on each. What was the total marked price of the items?

A customer buys two items for $240 after a discount of 10% on each. What was the total marked price of the items?

Step 1: Understand that the customer bought two items for a total of $240 after a discount.
Step 2: Know that a 10% discount means the customer pays 90% of the marked price.
Step 3: Let the total marked price of the items be represented by 'x'.
Step 4: Since the customer pays 90% of the marked price, we can write this as 0.90x.
Step 5: Set up the equation: 0.90x = $240.
Step 6: To find 'x', divide both sides of the equation by 0.90: x = $240 / 0.90.
Step 7: Calculate $240 divided by 0.90, which equals $266.67.
Step 8: Round $266.67 to the nearest whole number, which is $280.

Percentage Discount – Understanding how to calculate the selling price after applying a percentage discount to the marked price.
Algebraic Manipulation – Setting up and solving equations to find unknown values, in this case, the total marked price.