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If Jim has twice as many quarters as nickels and the total value of his coins is $4.40, how many quarters and nickels does Jim have?
If Jim has twice as many quarters as nickels and the total value of his coins is $4.40, how many quarters and nickels does Jim have?
- 5 quarters and 2 nickels
- 8 quarters and 4 nickels
- 7 quarters and 3 nickels (correct)
- 6 quarters and 3 nickels
In the algebra word problem where quarters, nickels, and dimes totaled 20 coins with a value of $1.90, how many times as many nickels were there compared to quarters?
In the algebra word problem where quarters, nickels, and dimes totaled 20 coins with a value of $1.90, how many times as many nickels were there compared to quarters?
- 2 times as many nickels
- 3 times as many nickels
- 5 times as many nickels
- 4 times as many nickels (correct)
If Martin has a total of 19 nickels and dimes worth $1.65, how many of each type of coin does he have?
If Martin has a total of 19 nickels and dimes worth $1.65, how many of each type of coin does he have?
- 9 nickels and 10 dimes
- 8 nickels and 11 dimes
- 10 nickels and 9 dimes (correct)
- 7 nickels and 12 dimes
How many nickels and dimes do Jack and Betty have if they have a total of 28 coins with a value of $1.95?
How many nickels and dimes do Jack and Betty have if they have a total of 28 coins with a value of $1.95?
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In a scenario where there are 12 more nickels than dimes and the total value of all coins is $5.10, how many nickels and dimes are there?
In a scenario where there are 12 more nickels than dimes and the total value of all coins is $5.10, how many nickels and dimes are there?
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What is the key formula used to solve coin word problems that involve values?
What is the key formula used to solve coin word problems that involve values?
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