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AP® CALCULUS AB 2015 SCORING GUIDELINES Question 6 2 : implicit differentiation In this problem students were given the equation of a curve, 3
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Implicit Differentiation The AP Calculus Exams include multiple-choice and free-response questions in which students are
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b Write an equation of each horizontal tangent line to the curve c The line through the origin with slope –1 is tangent to the curve at point P Find
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AP Calculus AB – Worksheet 32 Implicit Differentiation Find dy dx 1 x2 y + xy2 = 6 2 y2 = x −1 x +1 3 x = tan y 4 x + sin y = xy 5 x2 − xy = 5
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PART I: Implicit Differentiation we do so, the process is called “implicit differentiation ” Related rates problems can be identified by their
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that are not solved for are called implicit functions For instance, the equation + 2 − 3 = 0 implies that is a function of , even though it is not
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![11th Grade AP Calculus] How would you solve the given problem for (d²y)/(dx²)? I understand how to do implicit differentiation but I was wondering how this variation effects the process of solving :](https://preview.redd.it/z6lcxylgilc71.jpg?auto\u003dwebp\u0026s\u003d255def22dae4a1faaf2b4a1dbcab7169022ceea5 "11th Grade AP Calculus] How would you solve the given problem for (d²y)/(dx²)? I understand how to do implicit differentiation but I was wondering how this variation effects the process of solving :")
11th Grade AP Calculus] How would you solve the given problem for (d²y)/(dx²)? I understand how to do implicit differentiation but I was wondering how this variation effects the process of solving :
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