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The problem provided asks for the ratio of the number of miles Mariana has left to drive to the total number of miles on her trip.

We are given:
- Total miles to destination = 36 miles
- Miles driven so far = 13 miles

### Step 1: Calculate the miles left to drive.
Miles left to drive = Total miles - Miles driven
\[
36 - 13 = 23 \text{ miles}
\]

### Step 2: Set up the ratio.
The ratio is of the miles left to drive to the total miles on the trip:
\[
\frac{23}{36}
\]

Thus, the ratio of the number of miles she has left to drive to the total number of miles on her trip is \( \frac{23}{36} \).

Would you like further details or clarifications on this? Here are 5 related questions to extend your understanding:

1. How do you simplify a ratio like \( \frac{23}{36} \)?
2. What would the ratio be if Mariana had driven 20 miles instead?
3. How can ratios be used to compare distances in different units, like kilometers instead of miles?
4. How would the ratio change if Mariana’s trip was longer, say 50 miles in total?
5. What is the importance of ratios in real-life applications like travel planning?

**Tip:** Always make sure to simplify ratios whenever possible to make comparisons easier!

Mariana has to drive 36 miles to reach her destination. She has driven 13 miles so far. What is the ratio of the number of miles she has left to drive to the total number of miles on her trip?

Learn how to calculate the ratio of miles left to drive to the total miles on a trip. This example involves a scenario where Mariana has driven 13 miles out of a 36-mile trip. Suitable for Grades 5-7, this problem covers basic ratio and subtraction concepts.

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