Which statement correctly describes the condition for a removable discontinuity of a function f at x=c?
a) The one–sided limits of f as x→c are unequal.
b) The limit x→climf(x) exists and equals f(c).
c) The limit x→climf(x) exists, and either f(c) is undefined or f(c)=limx→cf(x).
d) f(x) grows without bound (approaches ±∞) as x→c.