Module 7 Lesson 12

Objective Solve word problems involving different ways to make change from $1.

Sprint: Adding Across a Ten On your mark, get set, THINK! Sprint B:

Making $1 Let’s try some more: How many cents are in $1? 45 cents + ______ = 100 cents How many cents are in $1? I have 45 cents. What is the next ten cents I can make? 45 cents needs how much more to make 50 cents? 50 cents need how much more to make 100 cents? 45 cents and what make 1 dollar? Let’s try some more: 28 cents 73 cents 14 cents.

Application Problem We can write 100 cents as $1 in our number sentence. Richie has 24 cents. How much more money does he need to make $1?

Concept Development Shay buys a balloon for 57 cents. She hands the cashier 1 dollar. How much change will she receive? What do we do first? Yes, let’s read the problem together. I’ll give you a minute to draw quietly. When I give the signal, talk to your partner about how your drawing matches the story. What are you trying to find? Go ahead and do that. Write a number sentence and statement to match your work. Explain to your partner how you solved the problem. Part 1: Solve a take from with result unknown type problem.

Concept Development Shay buys a balloon for 57 cents. She hands the cashier 1 dollar. How much change will she receive? What’s the statement of your solution? Reread the problem to yourself. Does your answer make sense? How do you know? That’s right! I think you’re ready for a challenge. Here we go….

Concept Development Jamie buys a baseball card. He gives the cashier 1 dollar. Jamie gets 2 dimes, 1 quarter, and 1 penny in change. How much did Jamie’s baseball card cost? What do we do first? Yes, let’s read the problem together. I’ll give you a minute to draw quietly. When I give the signal, talk to your partner about how your drawing matches the story. Turn and talk: Look at your drawing. What are you trying to find? Part 2: Solve a take from with change unknown type problem.

Concept Development Jamie buys a baseball card. He gives the cashier 1 dollar. Jamie gets 2 dimes, 1 quarter, and 1 penny in change. How much did Jamie’s baseball card cost? Write a number sentence and a statement to match your work. Explain to your partner how you solved. What’s the statement of your solution? Jamie’s baseball card costs 54 cents. Reread the problem to yourself. Does your answer make sense? How do you know? Yes! Now, work through the next one, and discuss it with a partner.

Concept Development Penelope wants to buy a toy whistle that costs $1. She has 15 pennies, 2 nickels, 2 dimes, and 1 quarter. How much more money does Penelope need to buy the whistle? Bonus: If Penelope’s brother gives her the rest of the money to buy the whistle, what different combinations of coins might he give her? Follow these steps with your partner. Read the problem. Draw a picture or model. Write a number sentence and statement to match your work. Reread the problem. Check to see if your answer makes sense. So, how much more money does Penelope need to buy the whistle? Make a statement. I saw you working hard on that bonus question. Which combinations of coins might Penelope’s brother give her? Nice work! Off to the Problem Set. Part 3: Solve a multi-step take from with result unknown type problem. Circulate and provide support as needed.