82 young musicians attended a fazt camp. 35 of them were singers, \[ \begin{array}{r}\text { What is the probability that a randomly chosen musician is a singen? } \\ \text { Write your answer as a fraction or whole number, } \\ \text { P(singer) }=\square\end{array} \]

To find the probability that a randomly chosen musician is a singer, you divide the number of singers by the total number of musicians. In this case, there are 35 singers out of 82 musicians. So, the probability \( P(\text{singer}) \) can be calculated as: \[ P(\text{singer}) = \frac{35}{82} \] Now that’s a musical fraction ready to hit the stage! This concept of probability isn’t just for games and dice rolls; it’s equally vital in predicting trends in various fields, such as finance, healthcare, and marketing. For instance, businesses use probability to estimate customer purchasing behaviors, ensuring they stock up on popular items. It’s like knowing which song is going to be a summer hit before it drops!