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The question asks for the part-to-part ratio of phones to televisions, and the information provided is as follows:

- 23 phones
- 17 televisions

To write the part-to-part ratio of phones to televisions as a fraction, we simply place the number of phones over the number of televisions:

\[
\frac{23}{17}
\]

Thus, the correct answer is \( \frac{23}{17} \), which matches the highlighted option in the image.

Would you like more details or have any questions about ratios? Here are 5 related questions:

1. How do you simplify a ratio if both numbers share a common factor?
2. What is the part-to-part ratio of televisions to stereos in this problem?
3. Can ratios be converted into decimals or percentages?
4. How would you calculate the part-to-whole ratio for phones in this scenario?
5. How do you compare ratios that have different denominators?

**Tip**: When working with ratios, always ensure you match the correct quantities based on what is being asked (e.g., part-to-part vs. part-to-whole).

Last weekend, a local store sold 23 phones, 13 stereos, and 17 televisions. What is the part-to-part ratio for phones to televisions written as a fraction?

Learn how to calculate the part-to-part ratio of phones to televisions. This problem provides an easy step-by-step solution, explaining how to express the ratio 23:17 as a fraction. Suitable for students in Grade 6-8.

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