To find out how much was loaned at 19%, we can use the information we already have.

### Given:
- Total amount loaned: $11,000
- Amount loaned at 9%: $5,900

### Calculation:
\[
\text{Amount loaned at 19%} = 11,000 - 5,900 = 5,100
\]

So, **$5,100** was loaned at 19%.

Would you like any more details or have any questions?

Here are 5 related questions to explore further:
1. What would be the total interest if the entire $11,000 was loaned at 9%?
2. How much interest would be received if $5,900 was loaned at 19% instead of 9%?
3. If the interest rate for the 19% loan was increased to 21%, how would the total interest change?
4. How much total interest would be received if the entire $11,000 was split equally between 9% and 19%?
5. What if the total interest received was $1,700 instead of $1,500? How much would have been loaned at 9%?

**Tip:** To verify your solution in such problems, you can always check if the calculated interest values add up to the total interest given in the problem.

Learn how to calculate the amount loaned at a 19% interest rate using given information about total loaned amount and amount loaned at 9%. This problem involves basic percentage calculations and is suitable for students in Grades 9-12.

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