4:59 1chapter 5 Assessment 2 copyChapter 5 Assessment1.Determine whether the given values can be looked upon as the values of aprobability distribution of a random variable that can take on the values 1, 2,3, 4, and 5. Answer yes or no. If no, explain why not.a) f(1)= 0.18f(2)=0.20f(3)=0.22f(4)=0.23f(5)=0.182.The number of monthly breakdowns of a computer is a random variable withan average of 1.6 breakdowns per month. Find the probability that thiscomputer will function for a month with only 1 breakdown.If 20 percent of the mice used in an experiment will become very aggressiveafter having been administered an experimental drug, find the probability thatexactly 2 of 6 mice which have been administered the drug become veryaggressive.3.A customs inspector decides to inspect twoMadrid by plane. If the selection is random and four of the shipments containcontraband, find the probability that the customs inspector will catch one ofthe shipments with contraband.4.12 shipments that arrive fromB I U•..

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1. Determine whether the given values can be looked upon as the values of a probability distribution of a random variable that can take on the values 1, 2, 3, 4, and 5. Answer yes or no. If no, explain why not. a) f(1)= 0.18 f(2)= 0.20 f(3)= 0.22 f(4)= 0.23 f(5)= 0.18

1. Determine whether the given values can be looked upon as the values of a probability distribution of a random variable that can take on the values 1, 2, 3, 4, and 5. Answer yes or no. If no, explain why not. a) f(1)= 0.18 f(2)= 0.20 f(3)= 0.22 f(4)= 0.23 f(5)= 0.18

MATLAB: An Introduction with Applications

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ISBN:9781119256830

Author:Amos Gilat

Publisher:Amos Gilat

Chapter1: Starting With Matlab

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Estimation

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Question

4:59 1
chapter 5 Assessment 2 copy
Chapter 5 Assessment
1.
Determine whether the given values can be looked upon as the values of a
probability distribution of a random variable that can take on the values 1, 2,
3, 4, and 5. Answer yes or no. If no, explain why not.
a) f(1)= 0.18
f(2)=
0.20
f(3)=
0.22
f(4)=
0.23
f(5)=
0.18
2.
The number of monthly breakdowns of a computer is a random variable with
an average of 1.6 breakdowns per month. Find the probability that this
computer will function for a month with only 1 breakdown.
If 20 percent of the mice used in an experiment will become very aggressive
after having been administered an experimental drug, find the probability that
exactly 2 of 6 mice which have been administered the drug become very
aggressive.
3.
A customs inspector decides to inspect two
Madrid by plane. If the selection is random and four of the shipments contain
contraband, find the probability that the customs inspector will catch one of
the shipments with contraband.
4.
12 shipments that arrive from
B I U
•..

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