IS THIS LEGAL TO DO? JUST WANT TO MAKE SURE IS ALL BEFORE I PROCEED. :shock:
R Ryan Rigdon Junior Member Joined Jun 10, 2010 Messages 246 Nov 14, 2010 #1 IS THIS LEGAL TO DO? JUST WANT TO MAKE SURE IS ALL BEFORE I PROCEED. :shock:
D Deleted member 4993 Guest Nov 14, 2010 #2 Nobody will arrest you for doing that however - I think you have a small "writo" (as opposed to typo) there. (n+1)!n! = (n+1)⋅n!n! = n+1\displaystyle \frac{(n+1)!}{n!} \ = \ \frac{(n+1)\cdot n!}{n!} \ = \ n+1n!(n+1)! = n!(n+1)⋅n! = n+1
Nobody will arrest you for doing that however - I think you have a small "writo" (as opposed to typo) there. (n+1)!n! = (n+1)⋅n!n! = n+1\displaystyle \frac{(n+1)!}{n!} \ = \ \frac{(n+1)\cdot n!}{n!} \ = \ n+1n!(n+1)! = n!(n+1)⋅n! = n+1
R Ryan Rigdon Junior Member Joined Jun 10, 2010 Messages 246 Nov 14, 2010 #3 Subhotosh Khan said: Nobody will arrest you for doing that however - I think you have a small "writo" (as opposed to typo) there. (n+1)!n! = (n+1)⋅n!n! = n+1\displaystyle \frac{(n+1)!}{n!} \ = \ \frac{(n+1)\cdot n!}{n!} \ = \ n+1n!(n+1)! = n!(n+1)⋅n! = n+1 Click to expand... thanx for the heads up Subhotosh Khan
Subhotosh Khan said: Nobody will arrest you for doing that however - I think you have a small "writo" (as opposed to typo) there. (n+1)!n! = (n+1)⋅n!n! = n+1\displaystyle \frac{(n+1)!}{n!} \ = \ \frac{(n+1)\cdot n!}{n!} \ = \ n+1n!(n+1)! = n!(n+1)⋅n! = n+1 Click to expand... thanx for the heads up Subhotosh Khan
