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asymptote parallel to x axis we can find by equating the coefficient of highest deg. term of x to zero similarly for y axis.
and for inclined asymptote put y=mx+c in the equation and then equate the coefficient of highest deg. term of x to zero. find m and c. simultaneously from both the equations
can you give me an example?
Polynomials don't have asymptotes. Rational functions might - that is, functions that are polynomials divided by polynomials. But polynomials themselves never have asymptotes.
take this eqn. y^2 (a-x)=x^2 (a+x) asymptote parallel to y axis is a-x=0 i.e x=a by equating the coefficient of highest degree term of y to zero
perfect!
What you wrote is not a function. There are no polynomial functions (f(x) = anx^n + ... + a1x + a0) that have asymptotes.
the eqution given by me above is one of the quation in curve tracing . and the curve is called as strophoid
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