Question: Please show work :D Please note that, as the table below is an image, you WON'T be able to copy the numbers to Excel (you
Please show work :D

Please note that, as the table below is an image, you WON'T be able to copy the numbers to Excel (you don't really need to). Instead, identify what numbers you need to operate and use those. Consider the following project. Assume indirect costs to be $10,000 per week, and that there are no penalty costs for late completion. Total "normal" direct costs, to complete the project in "normal" time, are $200,000; they would like to "crash" the project as long as it saves money (i.e. find the MINIMUM COST SCHEDULE). What would be the total REDUCTION in project duration and the REDUCTION in total project costs if the project is crashed to achieve the minimum cost schedule? " (Note that the table provides normal time, maximum amount that normal time can be reduced by, and cost per week to reduce normal time.) For the sake of ensuring that you start on the right foot, the paths and durations are as follows: A-D-F-H =22 weeks B-D-F-H =21 weeks C-E-G-H =24 weeks CEG1=22 weeks Please answer the following with whole number answers (no decimals or dollar signs or commas): The minimum cost schedule reduces the project duration by weeks and saves dollars from the original "normal cost" of the project. Please note that, as the table below is an image, you WON'T be able to copy the numbers to Excel (you don't really need to). Instead, identify what numbers you need to operate and use those. Consider the following project. Assume indirect costs to be $10,000 per week, and that there are no penalty costs for late completion. Total "normal" direct costs, to complete the project in "normal" time, are $200,000; they would like to "crash" the project as long as it saves money (i.e. find the MINIMUM COST SCHEDULE). What would be the total REDUCTION in project duration and the REDUCTION in total project costs if the project is crashed to achieve the minimum cost schedule? " (Note that the table provides normal time, maximum amount that normal time can be reduced by, and cost per week to reduce normal time.) For the sake of ensuring that you start on the right foot, the paths and durations are as follows: A-D-F-H =22 weeks B-D-F-H =21 weeks C-E-G-H =24 weeks CEG1=22 weeks Please answer the following with whole number answers (no decimals or dollar signs or commas): The minimum cost schedule reduces the project duration by weeks and saves dollars from the original "normal cost" of the project
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