if the sum of n terms of an a.p is given by sn=3n+2n^2, then the common difference of the a.p is
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4
Step-by-step explanation:
Sn= 3n+2n^2
Sum of n terms= (n/2)(2a+(n-1)d)
Sum of first 2 terms= 14
(2/2) (2a+d)= 14 ...(i)
Sum of first 3 terms= 27
(3/2) (2a+2d)...(ii)
On solving the above two equations we get a=5 & d=4
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