Sketch the graph of
\(y^{2}=\frac{x}{1+x}\)
@Angle
that y^2 looks very disturbing to me... xD
your best bet is to try to plug in numbers and plot points
should i sqrt both sides first or plug in numbers n plot points?
probably sqrt both sides and keep in mind the plus-minus
okay
notice how at x = -1 the denominator of the fraction = 0 dividing by 0 gives you 'undefined' and that is basically a vertical line therefore there is a vertical line at x = -1
what about the horizontal line asymptote?
http://www.coolmath.com/precalculus-review-calculus-intro/precalculus-algebra/18-rational-functions-finding-horizontal-slant-asymptotes-01 i got this link from @kittybasil
can we use rule no.2 based on the link?
yes :)
okay,i think i know how to do... Thank you! @Angle ^
you should get the horizontal asympotes to be 1 AND -1
okay,thankss... (:
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