hello,
tell me how to find sum of first n- terms of an arithmetico- geometrico series
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Sum of first n terms of an AP
Sn= n/2[2a +(n-1) d]
if we have last term(l)
Sn=n/2[a+l]
Sum of first n natural numbers=n(n+1)/2
Sum of first n terms of a GP
Sn=a(rⁿ-¹)/r-1
Sum of infinite terms of a GP
Sn=a/(1-r)
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