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Whats the LCD of x, x+1 @RH ?
x(x+1) @SandeepReddy
then whats the concise form of numerator?
i mean if you want to write in a single p/q form. then what is it?
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1/x
@SandeepReddy
\[\frac{ 1 }{ x }-\frac{ x }{x+1 } = \frac{ (x+1)*1- x*x}{x(x+1) }=\frac{ (x+1)-x^2 }{ x(x+1) }\]
Isn't it?
@SandeepReddy this is for the numerator, right?
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YES! now you tell me whats going to be the denomenator?
-x + 1/x + 1
@SandeepReddy is it correct?
\[\frac{ 2 }{ x+1}-\frac{ x-1 }{x }=\frac{ 2x-(x^2-1) }{ x(x+1) }\]
So this is the denominator, right?
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So the final result is |dw:1364660741870:dw|
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