# Before a new product can be introduced, the activities in Table 40 must be completed (all times are.

Before a new product can be introduced, the activities in Table 40 must be completed (all times are in weeks). a. Draw the project diagram.
b. Determine all critical paths and critical activities.
c. Determine the total float and free float for each activity.
d. Set up an LP that can be used to determine the critical path.
e. Formulate an MCNFP that can be used to find the critical path.
f. It is now 12 weeks before Christmas. What is the probability that the product will be in the stores before Christmas?
g. The duration of each activity can be reduced by up to 2 weeks at the following
Before a new product can be introduced, the activities in Table 40 must be completed (all times are in weeks). a. Draw the project diagram.
b. Determine all critical paths and critical activities.
c. Determine the total float and free float for each activity.
d. Set up an LP that can be used to determine the critical path.
e. Formulate an MCNFP that can be used to find the critical path.
f. It is now 12 weeks before Christmas. What is the probability that the product will be in the stores before Christmas?
g. The duration of each activity can be reduced by up to 2 weeks at the following cost per week: A, \$80; B, \$60; C, \$30; D, \$60; E, \$40; F, \$30; G, \$20. Assuming that the duration of each activity is known with certainty, formulate an LP that will minimize the cost of getting the product into the stores by Christmas.

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