A$.$ Provide a table with estimated durations for each task taking efficiency and availability in consideration where applicable. Please round to the nearest tenth of an hour. $(30$ points$)$ HINT: provide a table with a column for allocated hr $($efficiency$)$ and a column for total task duration hr for each task.

B$.$ What is the total project duration in calendar weeks and completion date that the company should propose? Assume a start date of Monday, $6$ February $2023,$ and that the company believes its estimates already are generous and no additional time buffer is needed. $(10$ points$)$

$3$ Mar $2025$

C$.$ What is the amount that the company should bid for this project? $(10$ points$)$

$\backslash$table$[[$Activity$,\backslash$table$[[$Max Crash$],[$days available$]],$Normal Cost,$\backslash$table$[[$Total crash$],[$cost assuming$],[$max days$],[$used$]],\backslash$table$[[$Crash$],[$cost$/$day$]]],[$A $7$ days,$3,$$$300,,],[$B $3$ days,$1,$$$200,$$$150,],[$C $6$ days,$2,$$$500,$$$400,],[$D $3$ days,$2,$$$200,$$$300,],[$E $2$ days,$1,$$$300,$$$250,],[,$Total normal cost $=,,,]]$

Provide the normal cost at $12$ days and crash cost$/$day values. Determine the critical path. If the goal is to complete the "project" in $10$ days at the lowest cost, what tasks do you crash? What is the new total cost?