1)If the sum of n-consecutive terms in a Arithmetic Progression is Sn, then show that, \sf{s _{n + 3} - 3S _{n + 2} + 3S _{n - 1} - S_{n}=0}sn+3−3Sn+2+3Sn−1−Sn=0
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1)If the sum of n-consecutive terms in a Arithmetic Progression is Sn, then show that, \sf{s _{n + 3} - 3S _{n + 2} + 3S _{n - 1} - S_{n}=0}sn+3−3Sn+2+3Sn−1−Sn=0
No spam, please!!!
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