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The recurrence definition with initial condition of a function f(x)=5n+2,n=1,2,3… is
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What are f(1), f(2), f(3)?
I find this question to be problematic, because \(x\) is not in the function but \(n\) is.
If it is a constant function, then there would only be one output, and so no recurrence.
Good point. Maybe they meant to say f(n) = 5n+2
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So what is the answer? I think it's d) f(n)=f(n-1)+5,f(1)=7
very good, start with 7 and add 5 to get the next term keep adding 5 to get the next terms, etc
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