https://file.aiquickdraw.com/mathbot/file/172608512181891kyizg4.jpg

It looks like you've uploaded a photo showing math problems, and I can help you solve them!

Let's focus on the questions one by one. Feel free to pick one you'd like to start with. Here’s a breakdown of the types of problems visible in the image:

### Algebraic Equations (problems 7-18):
These problems involve solving algebraic equations, such as:
-  $ 3(4x - 10) + 7 = 15 $ (problem 7)
- $ 0.2(4 - 5x) + 1 = 2.4 $ (problem 10)
- $ \frac{1}{2}(6x - 5) = \frac{3}{2} $ (problem 18)

Would you like to start with one of these?

### Financial Literacy (problem 19):
This question involves Kiera's car and internship loan payments and asks how many weeks it will take for both loans to be paid equally. The values are:
- Loan 1: $6500 with $200 weekly payments
- Loan 2: $1600 with $25 weekly payments

Would you like to solve this one?

### Structure and Construct Arguments (problems 20-21):
These are more conceptual and involve breaking down equations or solving them algebraically.

### Subscription Problem (problem 22):
This asks to compare two subscription services (Snacks 4 U and Healthy Times) and find out after how many months their costs will be the same.

Please let me know which problem you'd like help with first! I’ll guide you through the solution.

### Follow-up questions:
1. What strategies do you typically use to solve algebraic equations?
2. How would you approach real-life financial problems like Kiera's car payments?
3. Do you find conceptual math problems (like problem 20) more challenging than equations?
4. What methods help you compare subscription plans or similar cost problems?
5. Would you prefer to see the detailed steps for one specific equation?

**Tip**: When solving algebraic equations, remember to check your solution by substituting it back into the original equation!

Solve each equation. Determine how many weeks it will take for Kiera to pay off her loans, and for how many months will the two subscription plans cost the same?

Learn how to solve algebraic linear equations and real-life financial literacy problems. This includes determining how many weeks it will take for Kiera to pay off two different loans and how to compare two subscription services to find when their costs will be equal. Suitable for Grades 6-8.

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