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What type of discontinuity exists for f(x) at x = 1?
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f(x) = {5x^3 - 5 if x does not equal 1 {5 if x = 1
hmmm a graph would show it methinks bear in mind that \(\bf 5x^3-5\implies 5(x^3-1)\) which is just \(x^3\) with a 5 multiplier, making it narrower and a vertical shift down by 1
@HolsterEmission
Looking at this system of equations --> If you were to graph it: |dw:1482016069211:dw| There is a hole at x=1 for f(x)=5x^3-5 but a closed hole at x=5 for yf(x)=5
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