D 2,050
Explanation: Since 82% of customers who purchase an item on sale also purchase at least one item not on sale, we can determine the number of customers who will also purchase at least one item not on sale by multiplying 2,500 (number of customers who purchase an item on sale) by 82%:
2,500 * 0.82 = 2,050
Therefore, 2,050 customers will also purchase at least one item not on sale.
The marketing department for a large sporting equipment store determined that 82% of the customers who purchase an item on sale also purchase at least one item not on sale. Based on this information, if 2,500 customers purchase an item on sale the day after Thanksgiving, how many of these customers will also purchase at least one item not on sale?
Responses
A 2,0052,005
B 250250
C 205205
D 2,0502,050
3 answers
are you sure
I apologize for the error in my previous response. Let's recalculate.
If 82% of customers who purchase an item on sale also purchase at least one item not on sale, then we can find the number of customers who will also purchase at least one item not on sale by multiplying 2,500 customers (who purchased an item on sale) by 0.82:
2,500 * 0.82 = 2,050
Therefore, the correct answer is:
D) 2,050
Thank you for pointing out the discrepancy.
If 82% of customers who purchase an item on sale also purchase at least one item not on sale, then we can find the number of customers who will also purchase at least one item not on sale by multiplying 2,500 customers (who purchased an item on sale) by 0.82:
2,500 * 0.82 = 2,050
Therefore, the correct answer is:
D) 2,050
Thank you for pointing out the discrepancy.