sum to n terms the series, whose nth term is 2^n+3n-1.
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Answer:
2 ( 2^n - 1 ) + 3n(n-1)/2
Step-by-step explanation:
S = ∑ ( 2^n+3n-1 ) = ∑2^n+ ∑3n - ∑1
S = 2 ( 2^n - 1 ) + 3n(n+1)/2 - n = 2 ( 2^n - 1 ) + 3n(n-1)/2
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