SOLUTION: FIND THE HORIZONTAL ASYMPTOTE, IF ANY, OF THE RATIONAL FUNCTION.
f(x)=9x cubed-5x-9 over 4x cubed-9x+4
A)None
B)y=5/9
C)y=0
D)y=9/4
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-> SOLUTION: FIND THE HORIZONTAL ASYMPTOTE, IF ANY, OF THE RATIONAL FUNCTION.
f(x)=9x cubed-5x-9 over 4x cubed-9x+4
A)None
B)y=5/9
C)y=0
D)y=9/4
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Question 141501: FIND THE HORIZONTAL ASYMPTOTE, IF ANY, OF THE RATIONAL FUNCTION.
f(x)=9x cubed-5x-9 over 4x cubed-9x+4
A)None
B)y=5/9
C)y=0
D)y=9/4 Answer by solver91311(24713) (Show Source):
You can put this solution on YOUR website! If the degree of the numerator is equal to the degree of the denominator, then there is a horizontal asymptote at where p is the lead coefficient (the coefficient on the high order term) of the numerator, and q is the lead coefficient on the denominator.
Same message about ALL CAPS as in the last question I answered for you.
