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Simplify ((k+1)!-1)+(k+1)! (k+1)
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it's part of a proof by induction question. My algebra skills always let me down =/
I guess (k+1)! is a common factor
confused. why is first term written \[((k+1)!-1)\] parentheses are superfluous here yes?
can't really speculate but as it is written (k+1)! is not a common factor since it is not a factor of the first term
-1 + (k+2)!
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yeh I can get that with wolfram alpha but how does it equate to that?
I actually did it on paper....:-) -1 + (k+1)!(1+k+1) = -1 + (k-1)!(k+2) = -1 + (k-2)!
thank you :)
ur welcome.
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