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Where is the following function discontinuous?A. x = 1 B. x = 3 C. x = 0 D. Everywhere
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it is clearly discontinuous at x=0 because when x=0 we do not have a y=something. The y-axis seems to be an asymptote (an asymptote signifies a discontinuity)
ohhh okay
by that same token we can eliminate x=3 b/c when we have x=3 we seem to have y=.2 or some small number. So when a function is discontinuous somewhere it means it's not defined there that means when we try to plug in x=something we cannot find a corresponding y.
okay got you
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