Consider an embedded system with the following characteristics: Internal data structure: 6 External data structure: 3...
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Consider an embedded system with the following characteristics: Internal data structure: 6 External data structure: 3 Number of user inputs: 12 Number of user outputs: 60 Number of user inquires: 9 Number of external interfaces: 36 Transitions: 24 (a) (8 pts) Assume that weights for both internal and external data structures are the same as internal files and the weight for transitions is always 1. Assume that the counts of the rest of the characteristics are evenly divided between simple, average and complex. Calculate the unadjusted function point count. (b) (6 pts) Assume that the fourteen complexity adjustment factors are all average. Calculate the function point for the system. FP estimated where Ci is the value for i-th critical factor, 0 <= C₁ <= 5 1) data communications 2) distributed functions 3) performance 4) heavily used configuration 5) transaction rate 6) on-line data entry 7) end user efficiency = count-total x [0.65 +0.01x (F)] = 375 Not present = 0 Incidental Influence 1 Moderate Influence = 2 8) on-line update 9) complex processing 10) reusability 11) installation ease 12) operational ease 13) multiple sites 14) facilitates change Each rated on scales equivalent to the following: Average Influence = 3 Significant Influence = 4 Strong Influence = 5 Consider an embedded system with the following characteristics: Internal data structure: 6 External data structure: 3 Number of user inputs: 12 Number of user outputs: 60 Number of user inquires: 9 Number of external interfaces: 36 Transitions: 24 (a) (8 pts) Assume that weights for both internal and external data structures are the same as internal files and the weight for transitions is always 1. Assume that the counts of the rest of the characteristics are evenly divided between simple, average and complex. Calculate the unadjusted function point count. (b) (6 pts) Assume that the fourteen complexity adjustment factors are all average. Calculate the function point for the system. FP estimated where Ci is the value for i-th critical factor, 0 <= C₁ <= 5 1) data communications 2) distributed functions 3) performance 4) heavily used configuration 5) transaction rate 6) on-line data entry 7) end user efficiency = count-total x [0.65 +0.01x (F)] = 375 Not present = 0 Incidental Influence 1 Moderate Influence = 2 8) on-line update 9) complex processing 10) reusability 11) installation ease 12) operational ease 13) multiple sites 14) facilitates change Each rated on scales equivalent to the following: Average Influence = 3 Significant Influence = 4 Strong Influence = 5
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Income Tax Fundamentals 2013
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31st Edition
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