This math topic involves algebraic reasoning with coins, specifically focusing on identifying the quantity of particular types of coins given certain constraints. The problems require understanding relationships between different coin types, such as pennies, nickels, dimes, and quarters, as well as calculating their total monetary value. Each question presents a scenario where the count of one type of coin depends on the counts of others, and a total value is given. The learner must use this information to determine the number of specific coins involved. It's a practical application of algebra concepts to solve real-world problems.

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

more

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


Some coins have a total value of $0.82. There are 3 more Pennies than Nickels, 1 more Nickels than Dimes, and 2 more Dimes than Quarters. How many Quarters are there?

1c5c10c25c?$0.82

?