Approximating FPs? Isn't that what I do when I'm trying to guess how much my grocery bill is going to be? Maybe I can just eyeball the complexity of the functions and call it a day.
This question is a real head-scratcher. I bet the developers who wrote these exam questions are sitting back and laughing at us as we try to figure it out. 'Approximating FPs' - what is this, amateur hour?
Ah, I see what they're getting at. Approximating FPs allows me to make some assumptions, but I still need to identify all the functions and their complexity. Can't just wing it, you know?
Wait, does 'approximating FPs' mean I can just make stuff up? Because that's not really the point of a function point analysis, is it? I better choose the answer that keeps me honest.
Hmm, this question is really making me think. I guess approximating FPs would let me make some educated guesses about the functions and their complexity. Sounds like a good way to save some time on the analysis.
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