Mathematics

Mathematics

Problem

At x=3x=3 the graph of a function y=f(x)y=f(x) shows an open circle at the point (3,5)(3,5), while the curve approaches height 55 from both sides and no other point is plotted on the line x=3x=3. What kind of discontinuity does ff have at x=3x=3? a) Infinite discontinuity\text{Infinite discontinuity} b) Jump discontinuity\text{Jump discontinuity} c) Removable (point) discontinuity\text{Removable (point) discontinuity} d) The function is continuous at x=3\text{The function is continuous at }x=3

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