danerape
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Homework Statement
Show that n/(n+1)!=(1/n)-(1/(n+1)!)
I am totally lost on the algebraic steps taken to come to this conclusion. It is for an
Infinite series.
Thanks
The discussion revolves around the algebraic manipulation of factorial expressions, specifically focusing on the relationship between the expression n/(n+1)! and its proposed equivalence to (1/n) - (1/(n+1)!). The context is set within infinite series.
The discussion is active, with participants questioning the correctness of the original statement and offering alternative expressions. Some participants express confusion regarding factorial notation, while others provide insights into the algebraic relationships.
There is a noted lack of experience with factorials among some participants, which may influence their understanding of the problem. Additionally, the original poster expresses being lost in the algebraic steps, indicating potential gaps in foundational knowledge.