The amount of time, in hours, that a machine functions before breakdown is a pdf f(t)=120 -1/120 0, Basic concepts from probability theory Chapter | 2 71 " randol 120 1 <0. What is the probability that this machine will function between 98 and 145 hours before breaking down? What is the probability that it will function less than 160 hours?

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2.5.11. The amount of time, in hours, that a machine functions before breakdown is a continuous random variable With
pdf
f(t)=120
- {120²
Basic concepts from probability theory Chapter | 2 71
-1/120,
0,
120
1 <0.
What is the probability that this machine will function between 98 and 145 hours before breaking down? What is
the probability that it will function less than 160 hours?
Transcribed Image Text:2.5.11. The amount of time, in hours, that a machine functions before breakdown is a continuous random variable With pdf f(t)=120 - {120² Basic concepts from probability theory Chapter | 2 71 -1/120, 0, 120 1 <0. What is the probability that this machine will function between 98 and 145 hours before breaking down? What is the probability that it will function less than 160 hours?
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