Concept map 4.pdf - th 2 derivatives the 8 v i r continuous...

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th 2 8 the derivatives function v i r continuous but continuous and not continuous and hot differentiable differentiable not differentiable what does this looklike mo fl X g f X f horizontal m o asymptote use f a lim f ath flat flLx n o h to find the SLOPE and this would be f ca whichIS the derivative look at the change in derivative values as the point changes Differentiability differentiability Is some notation more stronger than the average rate of change is the continuity Hope of secant lines got ax 50 litho Oth 3 O h f X canbe Interpreted As the him 3 ONE HOPE Of tangent lineto f X andthe instantaneous rateof Cha there's a Verticle line undefined slope the problem IS that the limit DNE bout ngl d da f for story thereis an unbounded growth problems no differentiability what are the three ways to fail differentiability differentiability RULES f If not CONTINUOUS flxj xtdxdxt 7 xt t.ie Xn h.xn 1qfxp xa f has a Verticle tangent line FIX X 2000 Fxx 2000 2 ooo 1999 nffefqefsnffth.fi doma graph

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