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

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UpStudy AI · Accepted Answer

1. We are given that there are $$82$$ musicians and $$35$$ of them are singers.

2. The probability that a randomly chosen musician is a singer is given by the ratio of the number of singers to the total number of musicians:
   $$
   P(\text{singer}) = \frac{\text{Number of singers}}{\text{Total number of musicians}} = \frac{35}{82}
   $$

3. Since there is no common factor between $$35$$ and $$82$$ other than $$1$$, the fraction $$\frac{35}{82}$$ is already in its simplest form.

Thus, the probability is:
$$
P(\text{singer}) = \frac{35}{82}
$$
The probability that a randomly chosen musician is a singer is $$\frac{35}{82}$$.

82 young musicians attended a fazt camp. 35 of them were singers,

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