erform at most two DNA analyses per day. Based on past experience, the distribution of analyses needing to be performed on any given

Elements Of Electromagnetics
7th Edition
ISBN:9780190698614
Author:Sadiku, Matthew N. O.
Publisher:Sadiku, Matthew N. O.
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Part 1: Suppose that our company performs DNA analysis for a law enforcement agency. We currently have 1 machine that are essential to performing the analysis. When an analysis is performed, the machine is in use for half of the day. Thus, each machine of this type can perform at most two DNA analyses per day. Based on past experience, the distribution of analyses needing to be performed on any given day are as follows: (Fill in the table)

 

Part2: We are considering purchasing a second machine. For each analysis that the machine is in use, we profit 1400$. What is the YEARLY expected value of this new machine ( ASSUME 365 days per year - no weekends or holidays

:=
#5
DNA Question: Determine the Yearly average.
Suppose that our company performs DNA analysis for a law enforcement agency. We currently have 1
machine that is essential to performing the analysis. When an analysis is performed, the machine is in use
for half of the day. Thus, each machine of this type can perform at most two DNA analyses per day.
Based on past experience, the distribution of analyses needing to be performed on any given day are as
follows:
7 or
Jobs
1
3
4
6.
more
f(x)
.02
.03
.08
.12
.20
.25
.15
.15
On days with three or more available jobs to perform, since we cannot perform more than two, the law
enforcement agency gives the extra jobs to our competitor.
We are considering purchasing a second machine. For each analysis that the machine is in use, we profit
$1400. What is the YEARLY expected value of this new machine? (Assume 365 days per year - no
weekends or holidays)
Type your numeric answer and submit
Unanswered
Save
Transcribed Image Text::= #5 DNA Question: Determine the Yearly average. Suppose that our company performs DNA analysis for a law enforcement agency. We currently have 1 machine that is essential to performing the analysis. When an analysis is performed, the machine is in use for half of the day. Thus, each machine of this type can perform at most two DNA analyses per day. Based on past experience, the distribution of analyses needing to be performed on any given day are as follows: 7 or Jobs 1 3 4 6. more f(x) .02 .03 .08 .12 .20 .25 .15 .15 On days with three or more available jobs to perform, since we cannot perform more than two, the law enforcement agency gives the extra jobs to our competitor. We are considering purchasing a second machine. For each analysis that the machine is in use, we profit $1400. What is the YEARLY expected value of this new machine? (Assume 365 days per year - no weekends or holidays) Type your numeric answer and submit Unanswered Save
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