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Byju's Answer
Standard XI
Economics
Isoquants
A project con...
Question
A project consists of 14 activities, A to N. The duration of these activities (in days) are shown in brackets on the network diagram. The latest finish time (in days) for node 10 is
14
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Solution
The correct option is
A
14
Critical path = 1 - 2 - 4 - 7 - 9 - 11 - 12 = 19 days
The latest finish time (in days) for node 10 is 14 days.
Points to Remember:
The latest finish time is calculated as,
L
i
=
[
L
i
−
t
i
j
E
]
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Similar questions
Q.
The precedence relations and duration (in days) of activities of a project network are given in the table. The total float (in days) of activities e and f, respectively, are
Activity
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a
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c
a
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For a particular project, eight activities are to be carried out. Their relationships with other activities and expected durations are mentioned in the table below.
Activity
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a
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b
a
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c
a
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d
a
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e
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f
d
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c, e
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If duration of activity f is changed to 10 days, then the critical path for the project is
Q.
The network diagram for a project is shown below. The duration of activites is shown in the brackets of network diagram. The critical path for the project is
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The network diagram for a project is shown below. The duration of activities is indicated.
The free float for activity 3 - 4 is
Q.
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Activity
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The minimum project completion time (in days) is
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