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non-removable discontinuity
Infinity
non-removable discontinuity
hole
removable discontinuity
hole w/ point
removable discontinuity
Horizontal asymptote =
top of fraction
Vertical asymptote =
bottom of fraction
degree of numerator = degree of denominator
leading coefficient numerator/ leading coefficient denominator
degree of numerator < degree of denominator
0
degree of numerator > degree of denominator
DNE
IVT
f(x) must be continuous on a closed interval [a,b] ←(x-values)
there must be a x-value between a and b that when plugged into the function, f(g) = 0 (or a specific y - value that fits in the range)