marcie took out a loan for 2,482 thel loan has a simple interest rate of 3.5

To solve this problem, it looks like we need some additional information, such as:

- The duration of the loan (in years or months).
- Whether you want to calculate the total interest paid or the final amount (principal + interest) at the end of the loan period.

For now, I'll assume you're looking for the interest calculation using the formula for simple interest:

\[
I = P \times r \times t
\]

Where:
- $I$ is the interest,
- $P = 2482$ is the principal (the amount of the loan),
- $r = 3.5\%$ (expressed as $0.035$ in decimal form) is the annual interest rate,
- $t$ is the time in years.

Please provide the duration of the loan, or confirm if this is what you're trying to solve!

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**Would you like to proceed with this approach, and do you have the loan duration?**  
Here are five related questions to expand this discussion:

1. What is the duration of the loan in years?
2. Do you want to calculate just the interest, or also the total amount due?
3. How frequently does Marcie make payments on this loan (monthly, yearly)?
4. Is the loan interest compounded, or is it strictly simple interest?
5. What happens if Marcie wants to pay the loan off early? Will this change the interest?

**Tip**: When working with simple interest loans, the interest grows linearly over time, meaning it's straightforward to calculate if you know the duration.

marcie took out a loan for 2,482 the loan has a simple interest rate of 3.5

Learn how to calculate simple interest for a loan of $2,482 with a 3.5% interest rate. This problem uses the formula I = P × r × t to calculate the interest on a loan, suitable for students in Grades 6-8. Get a step-by-step solution and understand the impact of loan duration on interest.

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