Andrew and Curt each play in bands. Andrew plays in a band with 28 people in h. There are tirnes as many people in Andrew's band than in Curt's band. How many people are in Curt: band? A. 4 B. 21 C. 35

To find out the number of people in Curt's band, we know that Andrew's band has 28 people, and there are "tirnes" (which I assume means "three") as many people in Andrew's band as in Curt's band. This means Curt's band has 28 divided by 3, which equals approximately 9.33, but since we need a whole number, let's clarify: Since 28 is not divisible by 3 neatly, it looks like an error has occurred. However, based on your options, if we take a uniform ratio rather than exact numbers, we can say Curt's band needs an integer from the options given. So the answer closest to predictably works out with a full division would lead us to think about potential real-world applications of this kind of band structure—musicians often collaborate under various arrangements, leading to different setups that sometimes feel "larger than life." Moreover, a common mistake here is not double-checking if the numbers provided (like "tirnes") were a typo or a miscommunication. Always clarify your questions to avoid guesses that may lead to choosing the incorrect answer!