| Full lesson | Create for a teacher a set of content for giving a lesson, beginning with the lesson plan. Each new block of materials must begin with an H1 heading (other subheaders must be H2, H3, etc). When you describe required pictures, write those descriptions in curly brackets, for example: {A picture of a triangle} |
| Which subject | Mathematics |
| What topic | Multi-step problems using money |
| What length (min) | 30 |
| What age group | Year or Grade 5 |
| Class size | 22 |
| What curriculum | Big Ideas Math |
| Include full script | |
| Check previous homework | |
| Ask some students to presents their homework | |
| Add a physical break | |
| Add group activities | |
| Include homework | |
| Show correct answers | |
| Prepare slide templates | |
| Number of slides | 5 |
| Create fill-in cards for students | |
| Create creative backup tasks for unexpected moments |
Multi-step Problems Using Money
Year/Grade 5
Mathematics
22 students
Big Ideas Math
| Step Number | Step Title | Length (mins) | Details |
|---|---|---|---|
| 1 | Introduction to Multi-step Problems | 5 | Briefly introduce the concept of multi-step problems using relatable examples involving money. |
| 2 | Group Activity - Problem Solving | 10 | Divide students into small groups of 4-5. Distribute printable problem cards, and let them solve problems collaboratively while discussing their thought process. |
| 3 | Class Discussion and Review | 5 | Bring the class back together to discuss one or two problems solved in groups to reinforce concepts and clarify misunderstandings. |
| 4 | Individual Practice | 5 | Have students fill in their problem cards with their solutions and thought processes. Go around the room for informal checks. |
| 5 | Collect and Check Cards | 3 | Collect the filled cards or randomly check what students have filled in to assess understanding without formal presentations. |
| 6 | Assign Homework | 2 | Distribute homework assignment sheets with additional multi-step problems involving money to reinforce skills learned in class. |
"Good morning, everyone! Today, we are going to dive into an exciting topic: multi-step problems using money. Have you ever gone to the store and had to figure out how much money you needed for multiple items? That’s the kind of problem we are going to solve today. Let's begin by thinking about an everyday scenario. If you wanted to buy three candies that cost two dollars each, how much would that be?"
"Now, I want you to move into small groups of four or five. Once you are settled, I will hand out some problem cards. Each card has a different multi-step problem that involves money. Discuss your thoughts and work together to find the solution. Remember, it’s important to talk through your thought process with your group members. I’ll give you about ten minutes to tackle these problems. Ready? Let's start!"
"Okay, everybody! Let’s bring it back together. I would like a few groups to share one problem they worked on. Please tell us what the problem was, how you approached it, and what solution you found. Don’t be shy! This is a great way to learn from each other. I'll be writing some of your strategies on the board as well."
"Now it’s time for you to work independently. Please take out the problem cards from your groups and fill in your solutions along with the steps you took to get there. Think about the methods you discussed with your group. I’ll be walking around to check in and see how you’re doing. You have five minutes, so let’s get to work!"
"Alright, I need everyone to put down their pencils and listen up. I’m going to collect your problem cards now. I’ll also randomly check a few of them to get an idea of how well you understood the material. Remember, this is just for me to see how you’re doing. Don’t worry if you found it challenging; we are here to learn!"
"Finally, I have some homework for you. I’m handing out assignment sheets that have additional multi-step problems involving money. These will help reinforce what we've learned in class today. Make sure to try your best and bring it back to our next lesson. Remember, practice makes perfect!"
"Before we wrap up, let’s quickly recap what we learned today. We explored multi-step word problems involving money, worked collaboratively in groups, and practiced our problem-solving strategies. Understanding how to solve these types of problems is super important for real-life situations, like shopping or budgeting. Great job today, everyone! I can’t wait to see your homework next time!"
| Slide Number | Image | Slide Content |
|---|---|---|
| 1 | {Image: A picture of a store with items} | - Introduction to multi-step problems involving money - Real-life scenarios (e.g., grocery shopping) - Example: Cost of three candies at $2 each |
| 2 | {Image: A group of students collaborating} | - Group activity: Solve multi-step problems in small groups - Discussion and teamwork are key - Time allocation: 10 minutes for problem-solving |
| 3 | {Image: Students sharing ideas in class} | - Class discussion and review of group problems - Share problem, approach, and solution - Teacher notes strategies on the board |
| 4 | {Image: A student working independently} | - Individual practice with problem cards - Fill in solutions and steps taken - Teacher support: walking around to assist |
| 5 | {Image: A teacher collecting papers} | - Collect and check problem cards - Random checks for understanding - Emphasis on learning from challenges |
| 6 | {Image: Homework assignment sheet} | - Homework assignment with additional multi-step problems - Reinforcement of lesson concepts - Encourage practice for upcoming class |
| 7 | {Image: A student summarizing in a classroom} | - Recap of key takeaways from the lesson - Importance of multi-step problem-solving in real life - Encouragement and anticipation for future homework |
Sarah wants to buy 4 notebooks that each cost $3. How much will she spend in total for the notebooks?
Tom has $50. He spends $15 on a shirt and then $20 on a pair of shoes. How much money does Tom have left?
A grocery store is having a sale where you can get 5 bags of flour for the price of 4. If each bag costs $2, how much will you pay for the 5 bags?
Emily is saving for a bike that costs $120. She saves $20 a week. How many weeks will it take her to save enough money for the bike?
A restaurant bill comes to $45. If you want to leave a 20% tip, how much will you leave as a tip and what will be the total amount paid?
If you buy a video game for $60 and a console for $300, but you have a coupon that gives you $50 off your total purchase, how much will you pay in total?
A pizza costs $10. If you buy 3 pizzas and have a coupon for $5 off your order, what will be the final amount you pay for the pizzas?
During a sale, a jacket is marked down from $80 to $60. If you decide to buy 2 jackets, how much will you spend in total?
| Question | Answer |
|---|---|
| What is a multi-step problem involving money? | |
| How would you calculate the total cost of three items costing two dollars each? | |
| Why is it important to discuss problem strategies with your group before solving? | |
| Can you explain different methods to approach a multi-step money problem? | |
| How did your group come up with the solution to the problem you worked on? | |
| What steps did you take to solve your individual practice problems? | |
| How can multi-step problems involving money be helpful in real-life situations? | |
| What are some strategies you used to tackle the homework problems? | |
| Why might a teacher check the problem cards after the individual practice? | |
| How can working in groups improve your understanding of multi-step problems? |
If you saved $10 and then bought two items that cost $3 each, how much money do you have left? Explain how you arrived at your answer.
Imagine you went to a fair and spent $5 on tickets, and later you spent $12 on food. If you started with $30, how much money do you have remaining?
If you wanted to buy four books that each cost $8, but you found a store with a 10% discount on everything, how much will you pay after the discount?
Suppose you have $50 and decide to buy some toys for your friends. If each toy costs $7, how many toys can you buy, and how much money will you have left?
If you earn $15 a week and want to buy a new video game that costs $45, how many weeks will it take you to save enough money for the game?