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how to find the range

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f(x) = x/(7x+4

asked Sep 8, 2014 in ALGEBRA 1 by anonymous

1 Answer

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The rational function f(x) = x/(7x + 4)

y = x/(7x + 4)

Find horizontal asymptote.

Degree of the numarator = 1 and the degree of denominator = 1.

If the degree of the numerator is equal to the degree of the denominator, then horizontal asymptote y = ratio of leading coefficients.

y = 1/7

The range is all real numbers except y = 1/7.

Range image.

 

answered Sep 8, 2014 by david Expert
edited Sep 8, 2014 by bradely

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