The Correct Answer and Explanation is:
The correct answer to the question “How many quarters are there in $1.50?” is 6.
To arrive at this answer, we can use a few different methods. The key piece of information is knowing the value of one quarter. A single quarter is worth 25 cents, or $0.25. The total amount of money in the problem is $1.50.
One way to solve this is through division. You can divide the total amount of money by the value of a single quarter. The calculation would be $1.50 divided by $0.25. To make this calculation simpler, you can think of the values in terms of cents. The total amount, $1.50, is equal to 150 cents, and one quarter is 25 cents. The problem then becomes 150 divided by 25. When you perform this division, the result is 6. This means that a 25 cent coin fits into 150 cents exactly six times.
Another helpful method is to count up by 25 cents until you reach 150 cents. This approach helps visualize the accumulation of coins.
- 1 quarter = 25 cents ($0.25)
- 2 quarters = 50 cents ($0.50)
- 3 quarters = 75 cents ($0.75)
- 4 quarters = 100 cents ($1.00)
- 5 quarters = 125 cents ($1.25)
- 6 quarters = 150 cents ($1.50)
A third way involves breaking down the total amount. We know that there are four quarters in one dollar ($1.00). The remaining amount is $0.50, which is equal to 50 cents. We also know that there are two quarters in 50 cents. By adding the quarters from the dollar (4) and the quarters from the fifty cents (2), we get a total of 4 + 2 = 6 quarters. All three methods confirm that the correct answer is 6.
