Question

Find the vertical asymptotes, if any, of the graph of the rational function.
\g(x) =\frac{x-1}{x(x+3)}\]
AKA
g(x)=x-1/x(x+3)

Answer 1

the graph will have a vertical asymptotes whenever the denominator becomes zero
for the first one
the denominator is x(x+3)
so the denominator will become zero if x = 0 or -3 and they r the vertical asymptotes

for the second one
the denominator is
x( x+ 3)
so the asymptotes r same for it

Answer 2

oh I c!!!

Answer 3

so the asymptotes for the both graphs r x= 0 , -3
:)

Answer 4

yup got it! :D