Question

the range of f(x)= ax+b is the set of all real numbers given that a and be are real numbers. which produces a counter example to her statment?

Answer 1

there is none, its true

Answer 2

so the answere would be b=0

Answer 3

no, there is no counterexample to mx+b having a range of R on the real line.

Answer 4

because the range of \(mx+b\) is \(\mathbb{R}\)