Exam#2.pdf (SECURED) - Adobe Acrobat Reader DC Tool ols Help Mode Delay - A Problem 3) A TV purchased from "Reasonably Honest Sami's Appliance Store" will require repair on average once every two years. Assuming that the time between repairs is exponentially distributed, a) What is the probability that the TV will work at least 3 years without requiring repairs? b) If you were told that the TV has been working for 2 years already without requiring any repairs, what is the probability that the TV will work repair-free for a total 5 least years?

College Algebra
10th Edition
ISBN:9781337282291
Author:Ron Larson
Publisher:Ron Larson
Chapter8: Sequences, Series,and Probability
Section8.7: Probability
Problem 11ECP: A manufacturer has determined that a machine averages one faulty unit for every 500 it produces....
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Exam#2.pdf (SECURED) - Adobe Acrobat Reader DC
Tool
ols Help
Mode
Delay - A
Problem 3) A TV purchased from "Reasonably Honest Sami's Appliance Store"
will
require repair on average once every two years. Assuming that the time between repairs is
exponentially distributed,
a) What is the probability that the TV will work at least 3 years without requiring repairs?
b) If you were told that the TV has been working for 2 years already without requiring
any repairs, what is the probability that the TV will work repair-free for a total 5 least
years?
Transcribed Image Text:Exam#2.pdf (SECURED) - Adobe Acrobat Reader DC Tool ols Help Mode Delay - A Problem 3) A TV purchased from "Reasonably Honest Sami's Appliance Store" will require repair on average once every two years. Assuming that the time between repairs is exponentially distributed, a) What is the probability that the TV will work at least 3 years without requiring repairs? b) If you were told that the TV has been working for 2 years already without requiring any repairs, what is the probability that the TV will work repair-free for a total 5 least years?
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