Let f(x)= cases x+4, & x2

MATHEMATICS · Single correct · AP · Calculus AB · Limits and Continuity · Limits and Continuity

Problem

Let f(x)={x+4,x<2,3,x=2,x2−1,x>2.f(x)=\begin{cases} x+4, & x<2,\\ 3, & x=2,\\ x^{2}-1, & x>2. \end{cases} Identify the type of discontinuity of ff at x=2x=2. (a) Removable (point) discontinuity (b) Infinite discontinuity (c) Jump discontinuity (d) No discontinuity (continuous at x=2x=2)

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