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Mcv4u Unit 1 Test Form

Mcv4u Unit 1 Test Form

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what's up everybody welcome back Patrick here and moving on to the next question we got to determine the values of X for which the function f of X equals 12 over 2x squared minus 9x minus 18 is discontinuous so with this function here first thing I suggest we do is we factor that denominator so 2x squared minus 9x minus 18 if you factor that with decomposition you would end up getting X minus 6 2x plus 3 notice that there's nothing here that is cancelling out so for the X values that make the denominator 0 so either when X minus 6 equals 0 or 2x plus 3 equals 0 we know that there's going to be a vertical asymptote there so there's going to be a vertical asymptote at x equals 6 and an x equals negative 3 over 2 so we know the function is going to be discontinuous at those two x values because that those two x values the function is undefined and if you're to take this function and graph it you don't necessarily have to know how to do this but I'll show it visually anyway so an x value o

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