find the sum to n terms of the AP, whose kth term is 5k+1
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On putting k=1,we get 1st term a1=5(1)+1=6,a2=5(2)+1=11, common difference d=a2-a1=11-6=5
So sum of n terms =n/2[2(6)+(n-1)5]
=n/2(12+5n-5)
=n/2(5n+7)
=(5n^2+7n)/2
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