Question 0502d

Sigma Notation
Bottom Limit Handling

Question

It is given that f(r)=2r2{f(r) = 2 r - 2} and
r=1nf(r)=n2n+4.\sum_{r=1}^n f(r) = n^2 - n + 4.
Find an expression for
r=0nf(r).\displaystyle \sum_{r=0}^{n} f(r).
in the form n2+Bn+C,{n^2 + Bn + C,} where B{B} and C{C} are constants to be determined.

Attempt

B={B = }
C={C = }

Answer

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