This math topic focuses on algebraic problems involving coin values and relationships between different types of coins. It practices deriving the count of one type of coin based on the given total value and relative counts of other coins. Participants need to solve for specific types of coins like pennies, nickels, dimes, and quarters, using linear relationships. Each problem involves a scenario where the relationship between the numbers of different coins is given, and the total monetary value is specified. The goal is to use algebraic reasoning to determine the number of specific coins.

Work on practice problems directly here, or download the printable pdf worksheet to practice offline.

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Algebra with Coins - X More of Coin and Total - Four Coin Types - to Answer


Some coins have a total value of $1.01. There are 1 more Nickels than Dimes, 1 more Dimes than Quarters, and 1 more Quarters than Pennies. How many Dimes are there?

5c10c?25c1c$1.01

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