Final answer:
After calculating 10 percent of the original price of $42.50, which is $4.25, and adding it back to the original price, the final cost of the jeans Nicole will have to pay is $46.75.
Step-by-step explanation:
The question is asking to calculate the final price after applying a 10 percent markup to the original cost of a pair of jeans. The original cost of the jeans is $42.50. To find the new price after markup, you calculate 10 percent of $42.50 and add it to the original price. final answer is option D.
First, find 10 percent of $42.50:
10% of $42.50 = 0.10 × $42.50 = $4.25
Now, add the markup to the original price:
$42.50 + $4.25 = $46.75
Therefore, Nicole will have to pay $46.75 for the jeans.To find out how much Nicole will have to pay for the pair of jeans, we need to calculate the 10 percent markup on the original cost of $42.50.
To calculate the markup amount, we multiply $42.50 by 10 percent (which is 0.10): $42.50 * 0.10 = $4.25.
Then, to find the final price, we add the markup amount to the original cost: $42.50 + $4.25 = $46.75.
Therefore, Nicole will have to pay $46.75 for the pair of jeans.