Hi all
was doing a function sketching practice problem and was wondering;
for examples sake lets use:
y = x^3/(9-x^2)
so the domain restrictions on this one would be -3 and 3. Is there ever a case where a domain restriction does not result in a vertical asymptote?
Is it necessary to evaluate the L.H.L. and R.H.L. to verify that the function goes to +- infinity? or is it just implied?
just curious, thanks in advance! :cool:
was doing a function sketching practice problem and was wondering;
for examples sake lets use:
y = x^3/(9-x^2)
so the domain restrictions on this one would be -3 and 3. Is there ever a case where a domain restriction does not result in a vertical asymptote?
Is it necessary to evaluate the L.H.L. and R.H.L. to verify that the function goes to +- infinity? or is it just implied?
just curious, thanks in advance! :cool: