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CC.3 Multiply and divide money

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Multiply and divide money

Multiplying and dividing money means using the four operations you already know to solve real-life problems involving dollars and cents. You treat money amounts like decimals and follow the same rules you use for decimal operations.

Examples:
  • Multiplying: If one notebook costs $2.50, then 3 notebooks cost 3 × $2.50 → $7.50.
  • Dividing: If you share $12.00 equally among 4 people, each person gets $12.00 ÷ 4 → $3.00.
Note

Money uses two decimal places. Keep the decimal point in the correct place to show dollars and cents clearly.

How to multiply money

To multiply money, multiply the numbers as decimals. Then make sure the final answer has two digits after the decimal point to show cents.

Steps:
  • Take the money amount: $4.75
  • Multiply by the whole number: 4.75 × 6 → 28.50
  • Rewrite the answer as money: $28.50
Note

Always check that your answer makes sense. If you multiply by a number greater than 1, the total should be larger than the original amount.

How to divide money

To divide money, divide the decimal amount as you normally would. Your answer should still be written using a dollar sign and two digits after the decimal point.

Steps:
  • Take the money amount: $15.60
  • Divide by the number of groups: 15.60 ÷ 3 → 5.20
  • Rewrite the answer as money: $5.20
Note

Division with money often shows how much each person pays or receives. Look for keywords like “each,” “per,” or “shared equally.”

Solving real-world problems with money

Many money problems use multiplication or division to model situations such as buying items, comparing prices, or sharing costs fairly.

Examples:
  • Buying multiple items: If a snack costs $1.35, then 5 snacks cost 5 × $1.35 → $6.75.
  • Sharing a total cost: If a group spends $48.00 on tickets, and 6 people share the cost, each person pays $48.00 ÷ 6 → $8.00.
Note

Underline important information in a word problem. Decide whether the situation is “groups of” (multiply) or “shared among” (divide).

Checking your answers with estimation

Estimating helps you decide if your multiplication or division answer is reasonable. Round money amounts to the nearest whole dollar before estimating.

Examples:
  • Exact: 7 × $3.49 = $24.43 Estimate: 7 × $3 ≈ $21 → The answer is close and makes sense.
  • Exact: $29.40 ÷ 6 = $4.90 Estimate: $30 ÷ 6 = $5 → The answer is reasonable.
Note

If your estimate and final answer are far apart, recheck your multiplication or division steps.