Please provide the solution for the question attached step by step.Thanks. Crashing - Deciding what to tackle firstGiven the data and information that follows in this example,compute the slope and maximum reduction time for eachactivity. Also compute the total direct costs for durations 32, 31,30, 29, 28, and 27 time-units. Assume indirect costs of $170,$150, $129, $122, $118, and $110, respectively, for each listedduration. What are the optimum project duration and cost?Direct costsMaximumActivityIDNormalCrashcrashtimeSlopeTimeCostTimeCost75070B161415201241012217.30E1031913221230The first decisionBTIME32LEGEND168.ACTA.DURETOTAL DIRECTCOSTC1213BTIMEETOTAL DIRECTCOSTFACTIVITIES CHANGED The 2nd and 3rd decisionExercise 6-2TIMEBTOTAL DIRECTECOSTACTIVITIES CHANGEDCTIMEBTOTAL DIRECTECOSTACTIVITIES CHANGEDFThe 4th and 5th decisionsTIMETOTAL DIRECTCOSTACTIVITIES CHANGEDFTIMED]TOTAL DIRECTECOSTACTIVITIES CHANGEDFProjectDuration272829303132Total DirectTotal Indirects110$118S122$129$150$170Grand Total

Maximum crash time=NT-CT Slope=CC-NCNT=CT ActivityID Slope Maximumcrashtime Direct costs…

Given the data and information that follows in this example, compute the slope and maximum reduction time for each activity. Also compute the total direct costs for durations 32, 30, 29, 28, and 27 time-units. Assume indirect costs of $170, $150, $129, $122, $118, and $110, respectively, for each liste duration. What are the optimum project duration and cost?

Given the data and information that follows in this example, compute the slope and maximum reduction time for each activity. Also compute the total direct costs for durations 32, 30, 29, 28, and 27 time-units. Assume indirect costs of $170, $150, $129, $122, $118, and $110, respectively, for each liste duration. What are the optimum project duration and cost?

Algebra & Trigonometry with Analytic Geometry

13th Edition

ISBN:9781133382119

Author:Swokowski

Publisher:Swokowski

Chapter5: Inverse, Exponential, And Logarithmic Functions

Section5.3: The Natural Exponential Function

Problem 43E

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Concept explainers

Equations and Inequations

Equations and inequalities describe the relationship between two mathematical expressions.

Linear Functions

A linear function can just be a constant, or it can be the constant multiplied with the variable like x or y. If the variables are of the form, x2, x1/2 or y2 it is not linear. The exponent over the variables should always be 1.

Question

Please provide the solution for the question attached step by step.

Thanks.

Crashing - Deciding what to tackle first
Given the data and information that follows in this example,
compute the slope and maximum reduction time for each
activity. Also compute the total direct costs for durations 32, 31,
30, 29, 28, and 27 time-units. Assume indirect costs of $170,
$150, $129, $122, $118, and $110, respectively, for each listed
duration. What are the optimum project duration and cost?
Direct costs
Maximum
Activity
ID
Normal
Crash
crash
time
Slope
Time
Cost
Time
Cost
7
50
70
B
16
14
15
20
12
4
10
12
21
7.
30
E
10
3
19
13
22
12
30
The first decision
B
TIME
32
LEGEND
16
8.
ACT
A.
DUR
E
TOTAL DIRECT
COST
C
12
13
B
TIME
E
TOTAL DIRECT
COST
F
ACTIVITIES CHANGED

The 2nd and 3rd decision
Exercise 6-2
TIME
B
TOTAL DIRECT
E
COST
ACTIVITIES CHANGED
C
TIME
B
TOTAL DIRECT
E
COST
ACTIVITIES CHANGED
F
The 4th and 5th decisions
TIME
TOTAL DIRECT
COST
ACTIVITIES CHANGE
D
F
TIME
D]
TOTAL DIRECT
E
COST
ACTIVITIES CHANGED
F
Project
Duration
27
28
29
30
31
32
Total Direct
Total Indirect
s110
$118
S122
$129
$150
$170
Grand Total

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