the graph of a rational function will never cross its horizontal asymptote?
the graph of a rational function will never cross its vertical asymptote?
to find a vertical of the graph of a rational function, set the numerator equal to zero?
to find the y int. of the graph of a rational function set x = to zero?
to find the x int. of the graph of a rational function, set the denominator = to zero?True and false math questions I always ask myself (asymptotes)?
the graph of a rational function will never cross its horizontal asymptote?
true, or it would not be called an asymptote
the graph of a rational function will never cross its vertical asymptote?
true, or it would not be called an asymptote
to find a vertical of the graph of a rational function, set the numerator equal to zero?
true
to find the y int. of the graph of a rational function set x = to zero?
true, just like what you would to to find the y-int of any function
to find the x int. of the graph of a rational function, set the denominator = to zero?
false, set the numerator to be 0.. a denominator of 0 has no meaning (you can't have a fraction with the denominator of 0).. so in other words you don't have to worry about the denominator of a radical function when finding the x-int
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