Firewall Project XT. Using the “complexity weighting” scheme and
the function point complexity weighted table shown below, calculate
the total function point count. Assume historical data suggest 6
function points equal one person-month and 7 people can work on the
project. (Round the final answers to the nearest whole
numbers.)
| Complexity Weight Table | ||||
| Number of inputs | 8 | Rated complexity | low | 3 points |
| Number of outputs | 19 | Rated complexity | average | 5 points |
| Number of inquiries | 10 | Rated complexity | average | 5 points |
| Number of files | 35 | Rated complexity | high | 11 points |
| Number of interfaces | 60 | Rated complexity | high | 13 points |
a. The total function point count is:
b. Calculate the estimated project duration:
c. If 25 people are available for the project, what is the
estimated project duration?
d. If the project must be complete in six months, how many people
will be needed for the project?
a.
Total function point count = 1334
| Element | Count | Low | Average | High | Total |
| Inputs | 8 | x 3 | 24 | ||
| Outputs | 19 | x 5 | 95 | ||
| Inquiries | 10 | x 5 | 50 | ||
| Files | 35 | x 11 | 385 | ||
| Interfaces | 60 | x 13 | 780 | ||
| Total | 1334 |
b.
6 points = 1 person-month
So, no. of person-month required = 1334 / 6 = 222.333
Given that 7 people can work on the project, the expected duration = 222.333 / 7 = 32 months
c.
Given that 25 people can work on the project, the expected duration = 222.333 / 25 = 9 months
d.
Person-month = 222.33
Duration in months = 6
So, no. of persons required = 222.33 / 6 = 37
Firewall Project XT. Using the “complexity weighting” scheme and the function point complexity weighted table shown...
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