Chapter 6 : Projects scheduling, networks, duration estimation and critical path. Flashcards

1
Q

objectives, chapter 6 (projects scheduling, networks, duration estimation and critical path)

A
  • key terminology
  • apply logic to create activity networks, including predecessor and successor tasks
  • activity-on-node (AON) techniques
  • activity duration estimation
  • critical path using forward and backward passes
  • float and how to determine it
  • probability of a project finishing on time under PERT estimates
  • what are the steps that can be employed to reduce the critical path?
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2
Q

What is project scheduling?

A

requires us to follow some carefully laid-out steps in order for the schedule to take shape

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3
Q

What is project planning?

A

as it relates to project scheduling and defined by the PMBoK : the identification of the project objectives and the ordered activity necessary to complete the project including the identification of resource types and quantities required to carry out each activity or task.

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4
Q

10 project scheduling terms

A
  • successor
  • predecessor
  • network diagram
  • serial activities
  • concurrent activities
  • merge activities
  • burst activities
  • node
  • path
  • critical path
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5
Q

Whats the difference between AOA and AON

A

activities on arrow

activities on node

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6
Q

What is the definition of concurrent activities?

A

When two activities can be executed at the same time.

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7
Q

3 duration estimation methods

A
  • past experience
  • expert opinion
  • math derivation : beta distribution
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8
Q

2 formulas for beta distribution

A
  • activity variance
  • activity duration
    a = optimistic
    b = pessimistic
    m = most likely
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9
Q

formula for activity variance

A

s^2=[ (b-a)/6 ] ^2

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10
Q

formula for activity duration

A

TE = (a + 4m + b)/6

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11
Q

critical path determines the

A

shortest project length

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12
Q

3 forward pass rules

A

. ES + duration = EF
. EF (predecessor) = ES (successor)
. largest preceding EF at merge becomes ES for succesor

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13
Q

3 backward pass rules

A

. LF - duration = LS
. LS (successor) = LF (predecessor)
. smallest preceding LS at burst becomes LF for predecessor

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14
Q

equation for float

A

float = slack = LS - ES = LF - EF

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15
Q

how to find the critical path

A

all activities along the critical path have float = 0

may be more than one critical path

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16
Q

how to reduce the critical path

A
  • eliminate tasks on the CP
  • convert serial to parallel whenever possible
  • overlap sequential tasks
  • shorten duration CP tasks
  • shorten tasks (early, longest, easiest, that cost least to speed up)