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evaluate: 20 Σ(5k^2+3k) k=1
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can you simply plug in 20
i thought theres a formula u hav to use
n(n+1)/2
and n(n+1)(2n+1)/6
yes you are right, we can break this up into two sums. One will be sum form 1 to 20 of 5k^2 (here you can pull out the 5 as a constant and then simply use the formula you wrote above for the first n squares). Then the other summ will be the sum form 1 to 20 of 3k (again pull of the 3 as a constant). Then add the two values you get
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