A large fast-food restaurant is having a promotional game where game pieces can be found on various products. Customers can win food or cash prizes. According to the company, the probability of winning a prize (large or small) with any eligible purchase is 0.109. Consider your next 34 purchases that produce a game piece. Calculate the following: This is a binomial distribution. Round your answers to 4 decimal places. a) What is the probability that you win 3 prizes? 2165 b) What is the probability that you win more than 5 prizes?.1597 c) What is the probability that you win between 2 and 5 (inclusive) prizes?.7384 d) What is the probability that you win 3 prizes or fewer?

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I need assistance with part D please. Thank you
A large fast-food restaurant is having a promotional game where game pieces can be found on various products. Customers can win food or cash prizes. According to the company, the probability of winning a prize (large or small) with any eligible purchase is 0.109.

Consider your next 34 purchases that produce a game piece. Calculate the following:

*This is a binomial distribution. Round your answers to 4 decimal places.*

a) What is the probability that you win 3 prizes? 

- **Answer:** 0.2165

b) What is the probability that you win more than 5 prizes? 

- **Answer:** 0.1597

c) What is the probability that you win between 2 and 5 (inclusive) prizes?

- **Answer:** 0.7384

d) What is the probability that you win 3 prizes or fewer?

- **Answer:** (blank)

**Note:** The task involves using binomial distribution principles to calculate probabilities based on trials with a success probability of 0.109 over 34 trials.
Transcribed Image Text:A large fast-food restaurant is having a promotional game where game pieces can be found on various products. Customers can win food or cash prizes. According to the company, the probability of winning a prize (large or small) with any eligible purchase is 0.109. Consider your next 34 purchases that produce a game piece. Calculate the following: *This is a binomial distribution. Round your answers to 4 decimal places.* a) What is the probability that you win 3 prizes? - **Answer:** 0.2165 b) What is the probability that you win more than 5 prizes? - **Answer:** 0.1597 c) What is the probability that you win between 2 and 5 (inclusive) prizes? - **Answer:** 0.7384 d) What is the probability that you win 3 prizes or fewer? - **Answer:** (blank) **Note:** The task involves using binomial distribution principles to calculate probabilities based on trials with a success probability of 0.109 over 34 trials.
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