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If a Graph Has a Hole Is It Continuous

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The functions whose graphs are shown below are said to be continuous since these graphs have no breaks gaps or holes. A continuous function is not necessary to have vertical asymptotes. Continuity And Ivt Continuity can be defined conceptually in a few different ways. . It approaches positive infinity. Which of the following is TRUE about its graph. We first start with graphs of several continuous functions. Then the graph has hole or removable discontinuity. A function whose graph has holes is a discontinuous function. We now present examples of discontinuous functions. The graph does not have a hole at any finite point xy. The graph of f has a vertical asymptote. It can be drawn without lifting your pen. It has a hole or gap. BThe graph of f has a jump. A function is continuous at a particular number if three conditions are met. Thank you this helped. The graph of f has
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