Given the table below: Activity Dependency Duration $($weeks$)$ Max Crash Time $($weeks$)$ Total Crash Cost $($$$000,000)$ A $2$ N$/$A B A $10216$ C A $12333$ D B $4336$ E B$,$C $6330$ F C $12318$ G D$,$E $15228$ H E $6218$ I E$,$F $319$ J G$,$H$,$I $2135$

Draw the network diagram

What is the critical path and length of this project?

There is a time constraint on this project $$ it may be necessary to reduce the timeline. If possible. The indirect cost savings is $$8,000,000$ per week. Provide the steps and process to reduce the timeline of this project

What is the maximum time that this project$$s timeline can be reduced, what is the total cost, and what is the new duration?

How many days would YOU crash this project? Why? How much extra would it cost$?$ Note that although it is time$-$constrained, the budget is not unlimited.

Provide the final network diagram $($using the maximum crash time$)$

please draw the diagrams and charts if possible.