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The problem asks to find out how many hours Quinn exercises in 14 weeks, knowing that Quinn exercises for 22 hours each week.

This is a multiplication problem:  
\[
\text{Total hours} = 22 \, \text{hours/week} \times 14 \, \text{weeks}
\]

We can break it down using the array method, based on the grid provided:

- \( 22 = 20 + 2 \)
- Multiply each part of \( 22 \) by \( 14 \):
  - \( 20 \times 14 = 280 \)
  - \( 2 \times 14 = 28 \)

Now, add the two results:
\[
280 + 28 = 308
\]

So, Quinn exercises for **308 hours** in 14 weeks.

Would you like further details or have any questions?

Here are 5 related questions for practice:
1. How many hours would Quinn exercise in 20 weeks at the same rate?
2. If Quinn increased their weekly exercise to 25 hours, how many hours would they exercise in 10 weeks?
3. How much more would Quinn exercise in 16 weeks if they increased their weekly exercise by 5 hours?
4. What if Quinn only exercised for 10 weeks—how many total hours would that be?
5. If Quinn exercised for 22 hours per week but skipped 2 weeks, how many hours would they exercise over 14 weeks?

**Tip:** When multiplying large numbers, breaking them down into parts (like using arrays) makes it easier to handle the calculation mentally or visually.

Quinn exercises for 22 hours each week. How many hours does Quinn exercise in 14 weeks?

Learn how to calculate the total number of hours Quinn exercises in 14 weeks, using the array method for multiplication. Suitable for students in Grades 4-6, this problem illustrates how to break down numbers and simplify multiplication.

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