Asked by kolam
how should we determine the range of functions........
Answers
Answered by
Steve
that is all the values of f(x) for x in the domain of f.
For example,
y = 3x-4 has domain all reals. Also the range is all reals, since you can find an x for any y chosen.
y = x^2-5 has domain all reals, but the range is only [-5,∞) since x^2 is always positive, and -5 is as small as y can get. But for any y >= -5 you can find a corresponding x.
For example,
y = 3x-4 has domain all reals. Also the range is all reals, since you can find an x for any y chosen.
y = x^2-5 has domain all reals, but the range is only [-5,∞) since x^2 is always positive, and -5 is as small as y can get. But for any y >= -5 you can find a corresponding x.
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