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WebGraphing.com Forum » List all forums » Forum: Precalculus and Trigonometry Homework Help » Thread: Quotient and remainder of... |
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Total posts in this thread: 2 |
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sorthon123
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hi i need help with this we whent over it in class but i was having a hard time following the enitre time how would you find the quotient and remainder of (x)/(x+1). also with that how would you transform g(x)=(1/x) into f(x)=(x)/(x+1). thank you very much to anyone that can help |
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pskinner
Joined: Apr 2, 2005 Posts: 797 Status: Offline |
For a complete explanation, use our polynomial division calculator: http://www.webgraphing.com/polydivision.jsp Enter x as the dividend and x+1 as the divisor. As for g(x), I am not sure what you want, but if you replace x by (x+1)/x, you get: g((x+1)/x)=1/((x+1)/x)=x/(x+1) ---------------------------------------- Principal Skinner |
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Re: Quotient and remainder of...