Calculator Graph - AP Calculus - Lecture Notes, Study notes of Calculus

This lecture is from AP Calculus. Key important points are: Calculator Graph, Trignometry, Principles of Derivation, Value of a Derivative, Variable

Typology: Study notes

2012/2013

Uploaded on 01/31/2013

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Calculus Section 2.4 Notes Learning Targets... 1. Use the Chain Rule to Find a Derivative 2. Use the Calculator to Find the Value of a Derivative 3. Use the Calculator Graph a Derivative LT: Use the Chain Rule to Find a Derivative e Use when applying a differentiation rule to something other than simply the variable that I’m differentiating with respect to. @ Chain Rule... dy dy du dx du dx d . ae r qf o)] = FO) -9'@) Find the derivative of the function. d 1) —I(sinx] = coo * dx d 3 = az lsin3z] = cos 3x9 = (Rees 3x) What are you differentiating with respect to? Find f (x) & f ’’(x) for the following function. 2) f(x) = (Bx? + 1)4 : gi? LED €'Cx) = 4 (Sx 0) Gx = AXES ENCx) = UYx: BO4 ioe (acai -24 = [usox® (axt+iy + Wee) | Find f (x) for the following function. : 3) _ 1 —~ = LV Dal = (xox ) =—% E'GD = 1 (4 da-1) Cruse) 1/2