Question: is continuous everywhere. k = (enter none if no value). f(x) = Jkx2 7x+k 5x 3 lfx < 9 f(x) = if x 9

is continuous everywhere. k = (enter "none" if no value). f(x) = Jkx2 7x+k 5x 3 lfx < 9 f(x) = if x 9 2 2+17 has a jump discontinuity at 9 by calculating the limit as approaches 9 from the left and from the right. lim f(x) = -612 lim f(x)= +64-* Now draw a graph of f. * 4 (1 point) Consider the function f(x) = 523 +3x +9. For what values of does the Intermediate Value Theorem tell us that there is a c in the interval [0,1] such that f(c) = k?

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