A person is earning 750 per day to do certain job express the total salary  S as a function of the number n of days that person works

To express the total salary \( S \) as a function of the number of days \( n \) that a person works, we can use the following linear relationship:

\[ S(n) = 750n \]

Here:
- \( S(n) \) represents the total salary earned after \( n \) days.
- \( n \) represents the number of days worked.
- \( 750 \) represents the daily earnings in currency units.

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### Related Questions:

1. What would the total salary be if the person worked for 30 days?
2. How many days does the person need to work to earn 15,000?
3. If the daily wage increases to 800, how does the function change?
4. What is the domain and range of the function \( S(n) \)?
5. How would the function change if the person worked part-time, earning only half the daily rate?
6. How much does the person earn after working for a week?
7. What is the average daily income over a period of 10 days?
8. If the job offers a bonus of 1,000 after 20 days, how does this affect the function?

### Tip:  
Always double-check the units in your calculations to ensure consistency and accuracy.

Learn how to express the total salary S as a function of the number of days worked. This problem involves calculating earnings based on a daily rate and understanding linear functions in mathematics. Suitable for students in Grades 6-8.

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