How to discover the series of this' 0,3,8,15,24,35 ...

Let’s take the distinction in between every term and the term prospering it ni.e., n3-0= 3, n8-3= 5, n15 -8= 7, n24-15= 9, n35-24 =-LRB- ,… nThese distinctions form a series which remains in Math Development (A.P) with the very first term being 3, and the typical distinction being 2. nThe series is 3,5,7,9,11, … nSo undoubtedly the next term would be 13 i.e., the distinction in between state ‘x’ and 35 is13 nx-35 =-LRB- nx =-LRB- 13 =-LRB- nSimilarly, ny-48 =-LRB- ny =-LRB- 15 =-LRB- nAnd so on … n:-RRB- nSo the initial series would be 0,3,8,15,24,35,48,63, …
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