Determine the equations of any vertical asymptotes, the locations of any holes, and the existence of any horizontal or oblique asymptotes of the rational function: y=(3x+33)/(-4x^2- 42x+22). I got the vertical asymptote and hole right, but I got the horizontal asymptote y= -3/4 and I am not sure if that's right.
Thanks in advance!
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Properties of a Rational Function: y=(3x+33)/(-4x^2- 42x+22) 
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Properties of a Rational Function: y=(3x+33)/(-4x^2- 42x+22)
by Seaweed09 on Fri Aug 12, 2011 10:51 pm
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Re: Properties of a Rational Function: y=(3x+33)/(-4x^2- 42x 
by little_dragon on Sat Aug 13, 2011 1:45 am
Seaweed09 wrote:Determine the...existence of any horizontal or oblique asymptotes of the rational function: y=(3x+33)/(-4x^2- 42x+22).... I got the horizontal asymptote y= -3/4 and I am not sure if that's right.
no the powers are bigger on the bottom
U can see the rule here: http://www.purplemath.com/modules/asymtote2.htm
U could use 3 & -4 if the powers are the same but theyre not
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Re: Properties of a Rational Function: y=(3x+33)/(-4x^2- 42x
by Seaweed09 on Sat Aug 13, 2011 1:51 am
Oh yeah, I did it wrong. Thanks !
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