Consider the random variable described in question 1. What is the mean in the case of 200 customers?

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Consider the random variable described in question 1. What is the mean in the case of 200 customers?

QUESTION 1
Whether a customer at a carry-out restaurant leaves a tip is a random variable. The probability that a customer leaves a tip is 0.42. The probability that one customer leaves a tip is
independent of whether another customer leaves a tip. Let leaving a tip represent a "success" and not leaving a tip represent a "failure." Assume sampling with replacement.
This problem describes a:
Continuous random variable
O Discrete random variable
An ordinal random variable
O A normal random variable
Transcribed Image Text:QUESTION 1 Whether a customer at a carry-out restaurant leaves a tip is a random variable. The probability that a customer leaves a tip is 0.42. The probability that one customer leaves a tip is independent of whether another customer leaves a tip. Let leaving a tip represent a "success" and not leaving a tip represent a "failure." Assume sampling with replacement. This problem describes a: Continuous random variable O Discrete random variable An ordinal random variable O A normal random variable
Expert Solution
Step 1: We have given that

The probability that a customer leaves a tip is 0.42. The probability that one customer leaves a tip is independent of whether another customer leaves a tip. Let leaving a tip represent a "success" and not leaving a tip represent a "failure." Assume sampling with replacement.

n=200

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