You've been tasked with identifying the early start and late start days for each presented activity.

Table $1.$ Schedule Information

Do the following:

Draw an AON schedule for the project as shown in Table $1.$

Perform forward pass and backward pass calculations to determine early and late dates for each activity.

Calculate the total and free floats for each activity.

What is the duration of the project in days?

Highlight the critical paths $($activities$).$

Assume that no relationship between activities A and $D.$ Recalculate the schedule. What is the revised duration

in days?

Assume that no relationship between activities $F$ and $J.$ Recalculate the schedule. What is the revised duration in

days?

Assume that activity $E$ takes an additional $2$ days. Recalculate the schedule. What is the revised duration in days?

Assume that activity $D$ takes an additional $20$ days. Recalculate the schedule. What is the revised duration in

days?

Assume that activity $D$ takes an additional $30$ days. Recalculate the schedule. What is the revised duration in

days?

Table $1.$ Legend