I need to show by induction that the nth derivative f(n)(x) of f(x)=sqrt(1-x) is... f(n)(x)= -((2n)! / 4n(n!)*(2n-1))*(1-x)1/2-n Im not to sure where or how to start off this problem
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Originally Posted by Chris L T521 Please don't double post. It wastes our time. --Chris is this a double post? i know it was asked (and has been answered) by a different user here
Originally Posted by g.rutherford I need to show by induction that the nth derivative f(n)(x) of f(x)=sqrt(1-x) is.... f(n)(x)=-((2n!) / 4n(n!)*(2n-1))*(1-x)1/2-n Im not to sure where or how to start off this problem This has been answered here. --Chris
Originally Posted by g.rutherford I need to show by induction that the nth derivative f(n)(x) of f(x)=sqrt(1-x) is.... f(n)(x)=-((2n!) / 4n(n!)*(2n-1))*(1-x)1/2-n Im not to sure where or how to start off this problem see here EDIT: geez, you beat me to it again!
Originally Posted by Jhevon EDIT: geez, you beat me to it again! Now that the Olympics are over and winter is a couple months away, it seems that I'm starting to get quicker than you! --Chris
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