$1.$ Using the "complexity weighting" scheme $($See Table $5\mathrm{.}2)$ and the function point complexity weighted table shown below, estimate the total function point count. Assume historical data suggest five function points equal one person month and six people have been assigned to work on the project.

a$.$ What is the estimated project duration? $(4$ points$)$

b$.$ If $20$ people are available for the project, what is the estimated project duration? $(4$ points$)$

c$.$ If the project must be complete in six months, how many people will be needed for the project? $(4$ points$)$

$2.$ A list of major tasks for a project is provided below. Draw your project network, compute the activity early, late, and slack times, and identify the critical path. How long will this project take? How sensitive is the network schedule? How sensitive is the network schedule? $(15$ Points$)$

NOTE: You do not have to send Microsoft Project file for Question $2.$ Please be professional when you are answering this question. For example, please do not draw on the piece of paper and take the picture and upload that picture. I am sure everybody has Microsoft Word and at least you can draw in that software.

$3.$ Given the project network that follows, complete the forward and backward pass, compute activity slack, and identify the critical path. Use this information to create a Gantt chart for the nroiest $(10$ noints$)$

NOTE: You do not have to send Microsoft Project file for Question $3.$ Please be professional when you are answering this question. For example, please do not draw on the piece of paper and take the picture and upload that picture. I am sure everybody has Microsoft Word and at least you can draw in that software.

$4.$ Please look at the Ventura Baseball Stadium Case in your textbook $($Case $6\mathrm{.}2.$ page $217)$ and answer following questions:

a$.$ Will the project be able to be completed by the April $3$rd deadline? How long will it take? $(4$ Points$)$

b$.$ What is the critical path for the project? $(7$ Points$)$