Among all customers enter a department store, 50% of them buy nothing, 10% pay cash, 5% write personal checks, and the rest use charge cards. For the next 6 customers to enter the store, (a) find the probability that 1 of them will pay cash, 1 will write personal checks, 1 will use charge cards, and the rest will buy nothing. (b) find the probability that there is at least four will buy nothing. (c) find the probability that at most 2 will either pay cash or use charge cards. (d) find the probability that exact 2 will use charge cards given that exact 3 of them will buy nothing. a standard

A First Course in Probability (10th Edition)
10th Edition
ISBN:9780134753119
Author:Sheldon Ross
Publisher:Sheldon Ross
Chapter1: Combinatorial Analysis
Section: Chapter Questions
Problem 1.1P: a. How many different 7-place license plates are possible if the first 2 places are for letters and...
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Among all customers enter a department store, 50% of them buy nothing, 10% pay cash, 5% write personal
checks, and the rest use charge cards. For the next 6 customers to enter the store,
(a) find the probability that 1 of them will pay cash, 1 will write personal checks, 1 will use charge cards, and
the rest will buy nothing.
(b) find the probability that there is at least four will buy nothing.
(c) find the probability that at most 2 will either pay cash or use charge cards.
(d) find the probability that exact 2 will use charge cards given that exact 3 of them will buy nothing.
a standard
Transcribed Image Text:Among all customers enter a department store, 50% of them buy nothing, 10% pay cash, 5% write personal checks, and the rest use charge cards. For the next 6 customers to enter the store, (a) find the probability that 1 of them will pay cash, 1 will write personal checks, 1 will use charge cards, and the rest will buy nothing. (b) find the probability that there is at least four will buy nothing. (c) find the probability that at most 2 will either pay cash or use charge cards. (d) find the probability that exact 2 will use charge cards given that exact 3 of them will buy nothing. a standard
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