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To compute function points $(FP)$, the following relationship is used $FP$ = Count - total $\times (0.65 + 0.01 \times \sum(F_{i}))$ where $F_{i} (i = 1$ to $n$) are value adjustment factors $(VAF)$ based on $n$ questions. The value of $n$ is 

  1. $12$
  2. $14$
  3. $16$ 
  4. $18$ 
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Ans is B

Number of  value adjustment factors(or degrees of influence )  are based on   responses of 14 (Fi , i=1 to 14) questions

FP = Count total ×(0.65+0.01×∑(Fi)) Where count total is the sum of all FP entries.

or

FP=UFP * CAF ( unadjusted function point * complexity adjustment factor)
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