Math, asked by saisnehith9087, 9 hours ago

In a project, there are 560 hrs yet to be billed for the next 2 months. A and Bare already allocated
for this project with A as a full time allocation and Bas a half time allocation to this project and this
is their max limit for this project.
If Monthly allocaf on of a full time resource is 160 Hrs, How many more more a location ·s required
to ensure the project is fully billed?

Answers

Answered by kshenv
1

Answer:

Half allocation

Step-by-step explanation:

total work = 560

One resource full allocation is 160 as per question.

A is full allocated = 160 per month

B is half allocated = 80 per month

In total 240 per month * 2 months = 480

Now work done in 2 months is 480

remaining work = 560 - 480 = 80

80 hrs is half allocation.

Answered by akshay0222
0

Given,

The total number of billed hours\[ = 560\]

The time duration in months\[ = 2\]

The monthly allocation on a full-time resource in hours\[ = 160\]

Solution,

Assume that resource A has \[160\] hours

Therefore, resource B has \[80\] hours.

So, the work done in two months

\[\begin{array}{l} = 2 \times 240\\ = 480\end{array}\]

Hence, the remaining work is

\[\begin{array}{l} = 560 - 480\\ = 80\end{array}\]

Hence,\[80\] hours more is required.

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