Earliest finish time can be regarded asa) EST + duration of activityb)...
Answer:
The earliest finish time (EFT) is an important concept in project management and scheduling. It represents the earliest possible time at which an activity can be completed, taking into account the duration of the activity and the dependencies it has with other activities in the project.
The correct option for the earliest finish time is "A" - EST (duration of activity). Let's understand why this is the case:
Explanation:
To calculate the earliest finish time (EFT) for an activity, we need to consider the following factors:
1. EST (Earliest Start Time): This is the earliest possible time at which an activity can start, taking into account the dependencies it has with other activities. It is calculated by considering the maximum of the earliest finish times of all the activities that precede it.
2. Duration of Activity: This is the time required to complete the activity. It is usually estimated based on the nature of the task and the available resources.
To calculate the earliest finish time (EFT), we add the earliest start time (EST) and the duration of the activity.
EFT = EST + Duration of Activity
Therefore, option "A" - EST (duration of activity) is the correct answer. The earliest finish time can be regarded as the earliest start time plus the duration of the activity.
The earliest finish time is an important parameter in project scheduling as it helps in determining the critical path and identifying activities that need to be completed on time to ensure the project's overall schedule is not delayed. By calculating the earliest finish time for each activity in the project, project managers can create an optimized schedule and allocate resources efficiently.
It is important to note that the other options provided in the question are not correct:
- Option "B" - EST minus the duration of activity is incorrect because subtracting the duration of activity from the earliest start time would give us the earliest start time of the preceding activity, not the earliest finish time of the current activity.
- Option "C" - LFT (latest finish time) multiplied by the duration of activity is incorrect because the latest finish time is the latest possible time at which an activity can be completed, not the earliest finish time.
- Option "D" - LFT minus the duration of activity is incorrect because subtracting the duration of activity from the latest finish time would give us the latest start time, not the earliest finish time.
In conclusion, the earliest finish time can be regarded as the earliest start time plus the duration of the activity (EST + Duration of Activity).
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