ASL Financial Literacy—Calculating Interest

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In this lesson, students explore the concept of interest with the help of Frankie Finance, learning how it functions in both borrowing and saving scenarios. Key terms such as principal and rate are introduced, along with a simple formula for calculating interest: Interest = Principal × Rate × Time. The lesson emphasizes the importance of understanding interest for financial literacy, encouraging students to practice their skills and share their knowledge.

Understanding Interest: A Fun Financial Adventure

Welcome to the world of financial literacy! Today, we’re going to learn about something called interest, with a little help from our friend, Frankie Finance. Let’s dive in and discover how interest works and how you can calculate it!

What is Interest?

Interest is a special kind of money. You either pay it or earn it, depending on the situation. If you borrow money from a bank or someone else, you have to pay interest. People borrow money for lots of reasons, like buying cars, houses, going on vacations, paying for college, or starting a business. Sometimes, people need to borrow money for healthcare expenses too.

But here’s the cool part: if you save money in a bank, you can earn interest! Many people open savings accounts to keep their money safe and earn a little extra through interest.

Key Terms: Principal and Rate

Before we calculate interest, we need to know two important terms: principal and rate. The principal is the amount of money you start with, whether you’re borrowing or saving. The rate is the percentage the bank charges you for borrowing money or pays you for saving money with them.

Calculating Simple Interest

Now that we know what interest, principal, and rate are, let’s learn how to calculate interest using a simple equation:

Interest = Principal × Rate × Time (in years)

Let’s see how this works with Frankie. Frankie saved $200 and put it into a savings account with an interest rate of 15% per year. How much interest will Frankie earn in one year?

First, we need to change the rate from a percentage to a decimal. So, 15% becomes 0.15.

Now, let’s use the equation:

  • Principal = $200
  • Rate = 0.15
  • Time = 1 year

Using the equation, we find that Frankie will earn $30 in interest after one year. If she leaves the $200 in her account for the whole year, she will have a total of $230.

Interest Over More Years

Now, let’s see how much interest Frankie would earn in 5 years using the same equation. After 5 years, Frankie will earn $150 in interest, bringing her total savings to $350.

It’s important to remember that the opposite is also true. If Frankie borrowed $200 at a rate of 15% per year, she would owe $30 in interest after one year, totaling $230. If it took her 5 years to pay back the loan, she would owe an additional $150 in interest, making her total repayment $350.

Why Knowing Interest is Important

Being able to calculate interest is a super useful skill in your financial literacy toolbox. Don’t forget to practice your new skills and share what you’ve learned with others!

We hope you enjoyed learning with us. Visit us at learn.org for thousands of free resources and solutions for teachers and homeschoolers.

  1. How did the article change your understanding of how interest works, and what new insights did you gain about borrowing and saving money?
  2. Reflect on a time when you had to deal with interest, either by earning it or paying it. How does this experience relate to what you learned from the article?
  3. What are some practical ways you can apply the knowledge of calculating interest in your everyday financial decisions?
  4. How do you think understanding interest can impact your long-term financial planning and goals?
  5. Discuss how the concept of interest might influence your decisions regarding loans or savings in the future.
  6. What questions do you still have about interest, and how might you go about finding the answers?
  7. How can you use the information from the article to help educate others about the importance of financial literacy?
  8. Consider the role of interest rates in the economy. How might changes in interest rates affect individuals and businesses?
  1. Interest Calculation Challenge

    Let’s put your new skills to the test! Create a set of different scenarios where you either save or borrow money. Calculate the interest for each scenario using the formula: Interest = Principal × Rate × Time. Share your results with the class and see who can come up with the most interesting scenario!

  2. Interest Story Time

    Write a short story about a character who either saves or borrows money. Describe how they use interest to their advantage or how it affects their decisions. Share your story with a partner and discuss what your characters learned about interest.

  3. Bank Visit Simulation

    Imagine you are visiting a bank to open a savings account. Role-play with a classmate where one of you is the bank manager and the other is the customer. Discuss the benefits of saving money and earning interest. Make sure to ask questions about the principal and rate!

  4. Interest Rate Art

    Create a visual representation of how interest works over time. Use graphs, charts, or drawings to show how money grows when saved or how debt increases when borrowed. Display your artwork in the classroom and explain your design to your classmates.

  5. Interest Board Game

    Design a board game where players earn or pay interest as they move around the board. Include spaces that represent different financial decisions, like saving money or taking out a loan. Play the game with your classmates and see who can manage their money the best!

**Financial Literacy for Kids: Part Seven – Calculating Interest**

[Music]

Understanding financial literacy includes knowing what interest is and how to calculate it. Today, we will explore this concept with the help of our friend, Frankie Finance.

Simply put, interest is the amount of money you either pay or earn, depending on the situation. If you borrow money from a bank or another lender, you will have to pay interest. People borrow money for various reasons, such as purchasing cars, homes, vacations, college tuition, or starting businesses. Sometimes, borrowing is necessary for healthcare expenses.

On the other hand, if you save money at a bank, you can earn interest. Many people open savings accounts to keep their money safe while earning interest.

The amount of money you start with, whether borrowing or saving, is called the principal. Another important term is the rate, which is the percentage a bank charges you for borrowing money or pays you for saving money with them.

Now that we understand interest, principal, and rate, we can calculate interest using a simple mathematical equation. Remember this equation for simple interest:

**Interest = Principal × Rate × Time (in years)**

Let’s see how this works with Frankie. Frankie saved $200 and put it into a savings account with an interest rate of 15% per year. How much interest will Frankie earn in one year?

First, we convert the rate from a percentage to decimal format: 15% equals 0.15.

Now, we can use the equation:

– Principal = $200
– Rate = 0.15
– Time = 1 year

Using the equation, we find that Frankie will earn $30 in interest after one year. If she leaves the $200 in her account for the entire year, she will have a total of $230.

Now, let’s calculate how much interest she would earn in 5 years using the same equation. After 5 years, Frankie will earn $150 in interest, bringing her total savings to $350.

It’s important to remember that the opposite is also true. If Frankie borrowed $200 at a rate of 15% per year, she would owe $30 in interest after one year, totaling $230. If it took her 5 years to pay back the loan, she would owe an additional $150 in interest, making her total repayment $350.

Knowing how to calculate interest is a valuable tool in your financial literacy toolbox. Don’t forget to practice your new skills and share what you’ve learned!

We hope you enjoyed learning with us. Visit us at learn.org for thousands of free resources and turnkey solutions for teachers and homeschoolers.

[Music]

InterestThe extra money earned or paid on a principal amount over time. – Example sentence: When you keep your money in a savings account, the bank pays you interest for using your money.

PrincipalThe original amount of money that is borrowed or invested, before any interest is added. – Example sentence: If you borrow $100, the principal is $100, and you will have to pay back more than that because of interest.

RateThe percentage used to calculate interest on a principal amount. – Example sentence: The bank offers a 3% interest rate on savings accounts.

CalculateTo find a numerical answer by using mathematical operations. – Example sentence: You can calculate the total cost of your shopping by adding up the prices of all the items.

SavingsMoney that is set aside for future use instead of being spent immediately. – Example sentence: It’s a good idea to put some of your allowance into savings each week.

MoneyAnything that is generally accepted as payment for goods and services or repayment of debts. – Example sentence: You need money to buy a new book from the store.

PercentageA way of expressing a number as a fraction of 100. – Example sentence: If you score 90 out of 100 on a test, your percentage is 90%.

DecimalA number that includes a decimal point to represent a fraction of a whole. – Example sentence: The number 3.75 is a decimal because it has a point and digits after it.

TotalThe complete amount resulting from the addition of two or more numbers. – Example sentence: The total cost of the groceries was $45.50.

YearsUnits of time that equal 12 months, often used to measure durations in financial contexts. – Example sentence: If you save $100 each year, in 5 years you will have $500 saved.

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