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Show that: \[\frac{n}{n+1} + \frac{1}{(n+1)(n+2)} = \frac{n+1}{n+2}\]
Let S be the set wich satisfy that condition,so 1lies in S Now suppose it's valid for K,now we have to prove it's vaild for k+1
Amor, first of all, do you understand why I said to show what I said to show?
i need it done step by step, i don't know the actual answer nor do i know how to get the asnwer i do the n=1 to get 1/2=1/2 that is correct i assume it works for K so S(k)=K/K+1 and S(k+1)= 1/(k+1)(K+2) then waht do i do? right now i have... |dw:1338493669590:dw|
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