The price of an item is reduced by 30% of its original price.A week later it is reduced by 40% of the reduced price The cashier informs you that there has been a total reducti 43% Is the cashier using percentages correctly? If not;what is the actual percent reduction from the original price? A. The cashier is using percentages correctly. B. The cashier is not using percentages correctly The actual percent reduction from the original price is 58% C. The cashier is not using percentages correctly The actual percent reduction from the original price is 42% D. The cashier is not using percentages correctly The actual percent reduction from the original price is 21.5%

To determine if the cashier is using percentages correctly, we need to calculate the total percentage reduction from the original price after both discounts are applied.<br /><br />Let's assume the original price of the item is $100.<br /><br />1. The first discount is 30% off the original price:<br /> - 30% of $100 = $30<br /> - The reduced price after the first discount is $100 - $30 = $70<br /><br />2. The second discount is 40% off the reduced price:<br /> - 40% of $70 = $28<br /> - The reduced price after the second discount is $70 - $28 = $42<br /><br />Now, let's calculate the total percentage reduction from the original price:<br />- The original price is $100, and the final price after both discounts is $42.<br />- The total reduction is $100 - $42 = $58.<br /><br />To find the percentage reduction, we divide the total reduction by the original price and multiply by 100:<br />- Percentage reduction = ($58 / $100) * 100 = 58%<br /><br />Therefore, the correct answer is:<br />B. The cashier is not using percentages correctly. The actual percent reduction from the original price is 58%.