A large 24-hour self-service gas station experiences an average of 1.6 "drive-offs" (gas and dash, where the customer drives away without paying) per week. Assume that these drive-offs occur independently and at random times. Find the probabilities of (a) exactly 2 drive-offs in any given week (b) no drive-offs in any given two week period

A large 24-hour self-service gas station experiences an average of 1.6 "drive-offs" (gas and dash, where the customer drives away without paying) per week. Assume that these drive-offs occur independently and at random times. Find the probabilities of (a) exactly 2 drive-offs in any given week (b) no drive-offs in any given two week period

MATLAB: An Introduction with Applications

6th Edition

ISBN:9781119256830

Author:Amos Gilat

Publisher:Amos Gilat

Chapter1: Starting With Matlab

Section: Chapter Questions

Problem 1P

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A large 24-hour self-service gas station experiences an average of 1.6 "drive-offs" (gas
and dash, where the customer drives away without paying) per week. Assume that
these drive-offs occur independently and at random times. Find the probabilities of
(a) exactly 2 drive-offs in any given week
(b) no drive-offs in any given two week period

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