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Money math helps you count, compare, spend, save, and make change accurately. It is used when buying snacks, checking a receipt, saving allowance, or deciding if you have enough money. Coins and bills each have a value, and those values can be added or subtracted just like other numbers.

Learning money math builds confidence for everyday choices.

Key Facts

  • 1 penny = 0.01,1nickel=0.01, 1 nickel = 0.05, 1 dime = 0.10,1quarter=0.10, 1 quarter = 0.25
  • 1 dollar = 100 cents, so $1.00 = 100¢
  • Total cost = item 1 + item 2 + item 3 + ...
  • Change = amount paid - total cost
  • To count mixed money, start with the largest bills or coins, then add smaller values.
  • To compare money amounts, line up the decimal points, such as 4.50>4.50 > 4.05.

Vocabulary

Cent
A cent is one hundredth of a dollar, written as $0.01 or 1¢.
Dollar
A dollar is a unit of money equal to 100 cents.
Coin
A coin is a small round piece of money, such as a penny, nickel, dime, or quarter.
Bill
A bill is paper money, such as a 1,1, 5, 10,or10, or 20 note.
Change
Change is the money returned when the amount paid is greater than the cost.

Common Mistakes to Avoid

  • Adding coin names instead of coin values is wrong because a dime is worth 10 cents, not 1 cent just because it is one coin.
  • Forgetting to line up decimal points is wrong because 3.50+3.50 + 2.75 must be added by place value, with dollars under dollars and cents under cents.
  • Giving change by subtracting in the wrong order is wrong because change is amount paid - total cost, not total cost - amount paid.
  • Counting coins in a random order can lead to mistakes because it is easier and safer to count from largest value to smallest value.

Practice Questions

  1. 1 Maya has 2 quarters, 3 dimes, 1 nickel, and 4 pennies. How much money does she have in dollars and cents?
  2. 2 A notebook costs 2.35andapencilcosts2.35 and a pencil costs 0.80. If you pay with a $5 bill, how much change should you get?
  3. 3 You need to pay $0.95 using exact change. Explain two different coin combinations that make the same amount, and describe why both are correct.