Question

Choose the correct alternative:

Let a function f be defined by `f(x) = (x - |x|)/x` for x ≠ 0 and f(0) = 2. Then f is

Options

• Continuous nowhere

• Continuous everywhere

• Continuous for all x except x = 1

• Continuous for all x except x = 0

Answer 1

Continuous for all x except x = 0