2. A random sample of college students was surveyed about their shopping preferences. The study showed that \( 85 \% \) prefer to shop online rather than in stores. Another study showed that college students have access to the Internet \( 90 \% \) of the day. Using the information provided, which inference is valid regarding college students? Select all that apply. College students do not have time to shop at the store. College students prefer shopping online because it is convenient. College students find better deals online than at the store.

To analyze the statements based on the provided information, let's break down the known conditions: 1. **85% of college students prefer to shop online rather than in stores.** 2. **College students have access to the Internet 90% of the day.** Now, let's evaluate each inference: 1. **College students do not have time to shop at the store.** - This statement cannot be directly inferred from the data. While a high percentage prefers online shopping, it does not necessarily mean they lack time to shop in stores. Other factors could influence their preference, such as convenience or availability of products. 2. **College students prefer shopping online because it is convenient.** - This inference is valid. The high percentage of students preferring online shopping suggests that convenience is likely a significant factor in their choice. Since they have access to the Internet most of the day, it supports the idea that online shopping is more convenient for them. 3. **College students find better deals online than at the store.** - This statement cannot be conclusively inferred from the provided data. While some students may prefer online shopping for better deals, the survey does not provide any information about pricing or deals available in stores versus online. ### Conclusion: The valid inference regarding college students based on the provided information is: - **College students prefer shopping online because it is convenient.** The other two statements cannot be confirmed based on the given data.