Question

If I have 7.55 how many dimes and quarters is it

Answer 1

To determine the number of dimes and quarters you can make with $7.55, you need to consider the values of each coin and find a combination that adds up to the given amount.

Let's break it down:

1 dime = $0.10
1 quarter = $0.25

We'll assume you want to use the maximum number of coins possible.

To calculate the number of quarters, divide the total amount by the value of a quarter:

Number of quarters = $7.55 / $0.25 = 30.2

However, you can't have a fraction of a coin, so you'll need to round down to the nearest whole number. Therefore, you can have a maximum of 30 quarters.

To calculate the remaining amount after using all the quarters, subtract the value of the quarters from the total amount:

Remaining amount = $7.55 - (30 * $0.25) = $7.55 - $7.50 = $0.05

Now, we'll calculate the number of dimes. Divide the remaining amount by the value of a dime:

Number of dimes = $0.05 / $0.10 = 0.5

Again, you can't have a fraction of a coin, so you'll need to round down. Therefore, you can have a maximum of 0 dimes.

In summary, with $7.55, you can have a maximum of 30 quarters and 0 dimes.

I hope this helps! :)

Answer 2

To convert 7.55 dollars into dimes and quarters, we need to make use of the fact that there are 10 dimes in a dollar and 4 quarters in a dollar. Here's how to do it:

Explanation:

1. First, convert the dollar amount into cents: 7.55 dollars x 100 cents/dollar = 755 cents.

2. Next, use long division to find how many quarters are in 755 cents: 755 ÷ 25 = 30 with a remainder of 5.

3. The quotient of 30 tells us that we can use 30 quarters, which equals $7.50.

4. The remainder of 5 cents is less than a quarter, so we cannot use another quarter. Instead, we can use 1 dime, which is worth 10 cents.

Therefore, 7.55 dollars is equivalent to 30 quarters and 1 dime.