6 Questions
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?
7 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?
4 times as many nickels
If Martin has a total of 19 nickels and dimes worth $1.65, how many of each type of coin does he have?
10 nickels and 9 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?
15 nickels and 13 dimes
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?
22 nickels and 10 dimes
What is the key formula used to solve coin word problems that involve values?
$ ext{number of coins} imes ext{value of each coin} = ext{total value}$
Learn how to solve coin word problems and algebra word problems related to values and number of coins. Practice solving problems where the values of quarters and nickels are given, and the total value needs to be calculated. Improve your algebra skills with examples, videos, worksheets, solutions, and activities.
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