Question 1
Link to questionIn a project requiring a total of 120 hours of work, you have three resources: Resource A, Resource B, and Resource C, with productivity rates of 5, 4, and 3 hours per day, respectively. If you allocate resources such that Resource A works for days, Resource B for days, and Resource C for days, which of the following allocations meets the requirement while minimizing the total number of days worked? a) b) c) d)
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Correct answer
In project management, resource allocation is crucial for ensuring that tasks are completed efficiently within a given timeline. Let\'s consider a scenario where a project requires a total of 120 hours of work, and you have three resources available: Resource A, Resource B, and Resource C. Each resource has different availability and productivity rates. Assume the following productivity rates: - Resource A can work at a rate of 5 hours per day. - Resource B can work at a rate of 4 hours per day. - Resource C can work at a rate of 3 hours per day. If you allocate resources in such a way that Resource A works for days, Resource B works for days, and Resource C works for days, the total work done can be expressed as: $xyz$ This allocation does not meet the requirement of 120 hours. Therefore, you need to adjust the days worked by each resource accordingly.
