In the time-cost optimisation, using CPM method for network analysis, the crashing of the activities along the critical path is done starting with the activity having

Related MCQs

• Critical path lies along the activities having total float
• Completion of an activity on CPM network diagram, is generally known
• In time-cost optimization of a project, crashing is done.
• For completion of a project, the critical path of the network represents
• Economic saving of time results by crashing
• In CPM analysis,
• The artificial activity which indicates that an activity following it, cannot be started unless the preceding activity is complete, is known as
• If t is the duration of an activity, t1 is the latest finish possible moment of its preceding activity and t2 is the earliest start possible moment, the independent float of the activity is
• Critical path method
• Consider the following statements: In the critical path method of construction planning, Free Float can be. 1. Greater than Total Float. 2. Greater than Independent Float 3. Equal to Total Float. 4. Less than Independent Float. Of these statements