Math: Put Different Coins Together


🎬 VIDEO SCRIPT: “How Can We Put Different Coins Together to Make a Specific Amount?”


📺 [Scene 1: Host appears on screen with a coin box]

👩‍🏫 Host (smiling):
Hi friends! 👋
Today, we’re going to learn how to put different coins together to make a specific amount of money! 💰
Let’s open our coin box and get started! 🪙


📺 [Scene 2: Show U.S. coins one by one on screen with names]

👩‍🏫 Host (voiceover):
Here are the coins we’ll be using:
🪙 Penny = 1 cent
🪙 Nickel = 5 cents
🪙 Dime = 10 cents
🪙 Quarter = 25 cents


📺 [Scene 3: Show 10 cents on screen]

👩‍🏫 Host:
Let’s try to make 10 cents!
We have many choices!

📸 [Show Option 1]
🔹 1 Dime = 10 cents

📸 [Show Option 2]
🔹 2 Nickels = 5 + 5 = 10 cents

📸 [Show Option 3]
🔹 1 Nickel + 5 Pennies = 5 + 5 = 10 cents

🎉 Host:
See? We used different coins, but we got the same total: 10 cents!


📺 [Scene 4: Show 25 cents challenge]

👩‍🏫 Host:
Now let’s make 25 cents. Can you help me?

📸 [Show Option 1]
🔹 1 Quarter = 25 cents

📸 [Show Option 2]
🔹 2 Dimes + 1 Nickel = 10 + 10 + 5 = 25 cents

📸 [Show Option 3]
🔹 5 Nickels = 5 + 5 + 5 + 5 + 5 = 25 cents

🙋‍♀️ Host:
Wow! So many ways to make 25 cents!


📺 [Scene 5: Interactive moment]

👩‍🏫 Host:
Now it’s your turn! Let’s make 50 cents together.
What coins can we use? 🤔

📸 [Show coin combinations visually while host speaks]
🔹 2 Quarters
🔹 5 Dimes
🔹 1 Quarter + 2 Dimes + 1 Nickel

🗣️ Host (smiling):
Great job! You’re becoming a money master! 💵✨


📺 [Scene 6: Conclusion]

👩‍🏫 Host:
Remember, there’s more than one way to make a total amount!
🎯 Use what you have, add it up, and double-check your math.

📣 Host (waving):
Thanks for watching! Keep practicing and have fun with coins!
Bye! 👋 Happy Counting! 🧮💰

WORK:

How Can We Put Different Coins Together to Make a Specific Amount?

Coins are money we use every day! In the United States, we have pennies, nickels, dimes, and quarters. Each coin has a different value:

  • Penny = 1 cent
  • Nickel = 5 cents
  • Dime = 10 cents
  • Quarter = 25 cents

We can use these coins in different ways to make the same amount. For example, to make 10 cents, you can use 1 dime, 2 nickels, or 1 nickel and 5 pennies! Let’s practice making amounts with coins.

Fill in the Blank: Fill in the blank with the correct words.

  1. _ is worth 10 cents.
  2. If I have 2 nickels, I have _ cents.
  3. 1 quarter is the same as _ cents.
  4. 5 pennies are worth _ cents.
  5. 1 nickel and 1 dime together are _ cents.

Word Bank:
5, dime, 15, 10, 25

Multiple Choice Questions: Choose the correct answer from the choices for each question.

  1. Which coin is worth the most?
    • a) Penny
    • b) Dime
    • c) Quarter
  2. How can you make 10 cents?
    • a) 1 nickel and 1 penny
    • b) 1 dime
    • c) 1 quarter
  3. Which group of coins makes 25 cents?
    • a) 2 dimes and 1 nickel
    • b) 1 nickel and 2 pennies
    • c) 5 nickels
  4. If you have 1 quarter, how many pennies do you need to have the same amount?
    • a) 10
    • b) 25
    • c) 5
  5. How many nickels make 10 cents?
    • a) 1
    • b) 2
    • c) 5

Open-Ended Questions: Answer the following questions in complete sentences.

  1. What coins would you use to make 50 cents? Name two different ways.


  1. Why is it helpful to know different ways to make the same amount with coins?


  1. Draw a picture of three coins that make 15 cents. Label each coin.


ANSWER KEY

Please review all math answers for accuracy before sharing with students, as AI-generated math answers may contain errors.

Fill in the Blank:

  1. dime
  2. 10
  3. 25
  4. 5
  5. 15

Multiple Choice Questions:

  1. c) Quarter
  2. b) 1 dime
  3. a) 2 dimes and 1 nickel (10+10+5=25 cents), c) 5 nickels (5+5+5+5+5=25 cents) (if both are present)
  4. b) 25
  5. b) 2

Open-Ended Questions:

  1. Example answers:
    • 2 quarters
    • 5 dimes
    • 1 quarter, 2 dimes, and 1 nickel
  2. Example answer:
    • It is helpful because sometimes you don’t have the exact coins you need, so you can use different coins to make the same amount.
  3. Example answer:
    • Drawing could show 1 dime and 1 nickel, and label them as 10 cents and 5 cents.

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