9. In Virginia 22.3% of released prisoners return to prison within 3 years of their release. Suppose 30 prisoners are released. Find the probability that 11 or more will return to prison within 3 years. Use your calculator. Identify n, p, and x. Round final answer to tenth place. 9.n P= X=

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### Probability of Recidivism in Virginia

**Problem Statement:**

In Virginia, 22.3% of released prisoners return to prison within three years of their release. Suppose 30 prisoners are released. Calculate the probability that 11 or more will return to prison within three years. Use your calculator for the computation.

**Parameters:**

- Identify the variables:
  - \( n \) (number of trials)
  - \( p \) (probability of success on a single trial)
  - \( x \) (number of successful outcomes)

- Round the final answer to the tenth place.

**Solution:**

- \( n = \) ______________ 
- \( P = \) ______________ 
- \( X = \) ______________ 

**Answer:**

___________________________________

Fill in the blanks and compute using a binomial probability calculator to find the probability that 11 or more out of the 30 released prisoners will return to prison within 3 years.
Transcribed Image Text:### Probability of Recidivism in Virginia **Problem Statement:** In Virginia, 22.3% of released prisoners return to prison within three years of their release. Suppose 30 prisoners are released. Calculate the probability that 11 or more will return to prison within three years. Use your calculator for the computation. **Parameters:** - Identify the variables: - \( n \) (number of trials) - \( p \) (probability of success on a single trial) - \( x \) (number of successful outcomes) - Round the final answer to the tenth place. **Solution:** - \( n = \) ______________ - \( P = \) ______________ - \( X = \) ______________ **Answer:** ___________________________________ Fill in the blanks and compute using a binomial probability calculator to find the probability that 11 or more out of the 30 released prisoners will return to prison within 3 years.
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