Notes - Section 4.4; Notes - Section 4.4 (filled) HW #32 - Worksheet on 2nd FTC; HW #32 - Answer Key; 3.8: FRQ Practice on FTC and Motion. Let g be a differentiable function. If you look at this same graph over the entire domain you will notice that there is no absolute minimum or maximum value. Increasing and Decreasing Functions,1st Derivative Test, 4.2 Mean Value Theorem. The table above gives values of g and its derivative g at selected values of x. 3.7: 2nd Fund. (a) Find the slope of the line tangent to the graph of f at x p. Video Notes Review Relative and Absolute Extrema (Day 1) Nov 23; Video Notes Extreme Value Theorem & Candidates Test (Day 1) Nov 23; Video Notes EVT examples (Day 1) Nov 23 Mean Value Theorem (MVT) Guided Notes Filled In. These both require a calculator. 1 (b) The trapezoidal sum is ... Value Theorem and Extreme Value Theorem) Parametric, Polar and Vector Functions The analysis of planar curves includes those given in parametric form, (9.3, 9.5, 11.1) Extreme Value Theorem. Overview. if a function f is continuous on a closed interval I, then f has both an absolute maximum and an absolute minimum of I. Rolle's Theorem. 5.1 Extreme Value Theorem & the Candidates Test. Rolle’s Theorem and the Mean Value Theorem 4.) Let h be the function whose graph, consisting of five line segments, is shown in the figure above. The Extreme Value Theorem states the As the plot shows, the rate of accumulation is negative when t

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