(05.07) identify the horizontal asymptote of f(x) = 4 x over 7 . (1 point)

Take the biggest exponent of the numerator (top) over the biggest exponent of the denomerator (bottom).

n>m: If the numerator exponent is larger than the denominator exponent, then the answer is infinity or negative infinity (which means it has no asymptote)

n<m: If the numerator exponent is smaller than the denominator exponent, then the answer is zero (which means the asymptote is y = 0)

n=m: If the numerator exponent is equal to the denominator exponent, then the answer is the numerator coefficient divided by the denominator exponent. For example: (2x² + .... + ....)/(4x² + .... + ....) ⇒ asymptote is y =   →   y =

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f(x) = is n>m so there is no asymptote.

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step-by-step explanation: