2. Clark Property Management is responsible for the maintenance, rental, and day-to-day operation of a large apartment complex on the east side of New Orleans. George Clark is especially concerned about the cost projections for replacing air conditioner compressors. He would like to simulate the number of compressor failures each year over the next 20 years. Using data from a similar apartment building he manages in a New Orleans suburb, Clark establishes a table of the relative frequency of failures during a year as shown in the following table: NUMBER OF A.C. COMPRESSOR FAILURES PROBABILITY (RELATIVE FREQUENCY) 0.06 0.13 0.25 0.28 0.20 5 0.07 0.01 He decides to simulate the 20-year period by selecting the last two-digit random numbers from the first line (101), starting with the random number 23. Conduct the simulation for Clark. Is it common to have three or more consecutive years of operation with two or fewer compressor failures per year?

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2. Clark Property Management is responsible for the maintenance, rental, and day-to-day
operation of a large apartment complex on the east side of New Orleans. George Clark is
especially concerned about the cost projections for replacing air conditioner
compressors. He would like to simulate the number of compressor failures each year
over the next 20 years. Using data from a similar apartment building he manages in a
New Orleans suburb, Clark establishes a table of the relative frequency of failures during
a year as shown in the following table:
NUMBER OF A.C.
PROBABILITY
COMPRESSOR FAILURES
(RELATIVE FREQUENCY)
0.06
0.13
0.25
0.28
4
0.20
5
0.07
0.01
He decides to simulate the 20-year period by selecting the last two-digit random
numbers from the first line (101), starting with the random number 23. Conduct the
simulation for Clark. Is it common to have three or more consecutive years of operation
with two or fewer compressor failures per year?
Transcribed Image Text:2. Clark Property Management is responsible for the maintenance, rental, and day-to-day operation of a large apartment complex on the east side of New Orleans. George Clark is especially concerned about the cost projections for replacing air conditioner compressors. He would like to simulate the number of compressor failures each year over the next 20 years. Using data from a similar apartment building he manages in a New Orleans suburb, Clark establishes a table of the relative frequency of failures during a year as shown in the following table: NUMBER OF A.C. PROBABILITY COMPRESSOR FAILURES (RELATIVE FREQUENCY) 0.06 0.13 0.25 0.28 4 0.20 5 0.07 0.01 He decides to simulate the 20-year period by selecting the last two-digit random numbers from the first line (101), starting with the random number 23. Conduct the simulation for Clark. Is it common to have three or more consecutive years of operation with two or fewer compressor failures per year?
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