And hence, f(x) is continuous at \[x\text{ }=\text{ }1.\]
Find which of the functions if is continuous or discontinuous at the indicated points: f (x) = |x| + |x – 1| at x = 1
Find which of the functions if is continuous or discontinuous at the indicated points: f (x) = |x| + |x – 1| at x = 1