First, we need to round up the cost of a CD to the nearest whole dollar. The cost of a CD is $14.95, so rounded up, it becomes $15.

Next, we need to determine how many CDs Allie can buy with her birthday money. She has $75.

To find out how many CDs she can buy, we divide her total amount of money by the cost of one CD.

So, $75 divided by $15 equals 5.

Therefore, Allie can buy an estimated maximum of 5 CDs with her birthday money. So, the answer is B. 5.

Question

First, we need to round up the cost of a CD to the nearest whole dollar. The cost of a CD is $14.95, so rounded up, it becomes $15.

Next, we need to determine how many CDs Allie can buy with her birthday money. She has $75.

To find out how many CDs she can buy, we divide her total amount of money by the cost of one CD.

So, $75 divided by $15 equals 5.

Therefore, Allie can buy an estimated maximum of 5 CDs with her birthday money. So, the answer is B. 5.

Knowee AI · Accepted Answer

First, we need to round up the cost of a CD to the nearest whole dollar. The cost of a CD is $14.95, so rounded up, it becomes $15.

Next, we need to determine how many CDs Allie can buy with her birthday money. She has $75.

To find out how many CDs she can buy, we divide her total amount of money by the cost of one CD.

So, $75 divided by $15 equals 5.

Therefore, Allie can buy an estimated maximum of 5 CDs with her birthday money. So, the answer is B. 5.

For her birthday, Allie received $75. She wants to buy some CDs that cost $14.95 each. Estimate the maximum number of CDs that Allie can buy with her birthday money by rounding the cost of a CD up to the nearest whole dollar. A. 3 B. 5 C. 7 D. 9