Grade 2 · lesson 3 of 4

Add U.S. Coin Values Rather Than Coin Counts

Write the supplied quantity of each coin beside its value in cents.

About 15 minutes, plus any extended practice

Download the grade pack

Supplied materials

  • Paper and a pencil; drawing and spoken explanations are welcome. An adult may read directions and options aloud.
  • Supplied worked-case record: Three dimes, two nickels, and four pennies have value 30+10+4=44 cents.
  • All quantities and shape descriptions are supplied in the worked example and questions; no purchase or personal information is needed.

Learn the idea

U.S. pennies are worth one cent, nickels five, dimes ten, and quarters twenty-five. Coins have different values, so the number of coins is not the number of cents. Group matching coins, multiply each group count by its coin value, and add the group values.

Write the supplied quantity of each coin beside its value in cents. Find each group’s value and combine them. Use the cents symbol or the word cents so that a result is not confused with dollars.

Write each coin’s cents value before adding. Coin count and cents value are different quantities. Draw labeled coin groups and write a subtotal beside each type.

  1. Draw labeled coin groups and write a subtotal beside each type.
  2. Follow the worked example. Point to each number or shape feature and say what it tells you.
  3. Write the supplied quantity of each coin beside its value in cents.
  4. Try the question and then the three practice questions. Check your answers and explain any change you make.
Worked example

See the method in action

Three dimes, two nickels, and four pennies have value 30+10+4=44 cents. There are nine coins, but forty-four cents of value. The two nickel group contributes ten cents; counting each nickel as one cent would understate the total. Write each coin’s cents value before adding. Coin count and cents value are different quantities. Draw labeled coin groups and write a subtotal beside each type.

Your turn

Check your reasoning

Your answer is temporary and is not saved to an account. Download your current answer before leaving or reloading. Written work on paper or in another app stays in your own file.

Helpful tips
  • Write each coin’s cents value before adding.
  • Coin count and cents value are different quantities.
What is the value in cents of one quarter, 1 nickels, and two pennies?

Feedback appears here after you check. This is practice, not a graded school assessment.

See the answer and explanation

32

A quarter is 25 cents, each nickel 5, and each penny 1. The result is 32.

Take it further

Two quarters, three dimes, one nickel, and four pennies total 89 cents.

Nothing here is saved to an account or sent to a teacher. The answer download includes your current choice and any checked feedback. It does not include choices from the separate More practice section. Download that section separately.

More practice: try new cases

Choose an answer for each problem. Explain your method on paper, then use the feedback to decide what to revisit.

More practice: try new cases
1. What is the value in cents of one quarter, 2 nickels, and two pennies?
Need a hint?
  • Write each coin’s cents value before adding.
  • Coin count and cents value are different quantities.
2. What is the value in cents of one quarter, 3 nickels, and two pennies?
Need a hint?
  • Write each coin’s cents value before adding.
  • Coin count and cents value are different quantities.
3. What is the value in cents of one quarter, 4 nickels, and two pennies?
Need a hint?
  • Write each coin’s cents value before adding.
  • Coin count and cents value are different quantities.

Your choices are temporary. Feedback appears after you check all the answers.

Nothing here is saved to an account or sent to a teacher. Keep your own notes or download them before leaving. The score describes these questions; it does not certify subject mastery.

Check the subject sources

These LifeStarter passages, scenarios and exercises are authored for this Academy with AI assistance and review. External resources keep their publishers’ terms. A grade label suggests a starting level; it does not establish alignment with your school’s complete requirements.