'Ap calculus ab bc' diaporamas de présentation

AP Calculus AB/BC

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AP (Advanced Placement)/ DUAL ENROLLMENT NIGHT

AP (Advanced Placement)/ DUAL ENROLLMENT NIGHT. Monday, January 14 th , 2013.

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4.1 Extreme Values of Functions, p. 186

AP Calculus AB/BC. 4.1 Extreme Values of Functions, p. 186. The mileage of a certain car can be approximated by:. At what speed should you drive the car to obtain the best gas mileage?. The textbook gives the following example at the start of chapter 4:.

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4.2 Mean Value Theorem for Derivatives, p. 196

AP Calculus AB/BC. 4.2 Mean Value Theorem for Derivatives, p. 196. If f ( x ) is a differentiable function over [ a , b ], then at some point between a and b :. Mean Value Theorem for Derivatives.

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AP Calculus AB/BC

Photo by Vickie Kelly, 2003. Greg Kelly, Hanford High School, Richland, Washington. AP Calculus AB/BC. 3.3 Differentiation Rules, p. 116. Colorado National Monument. The derivative of a constant is zero.

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AP Calculus AB/BC

Photo by Vickie Kelly, 2003. Greg Kelly, Hanford High School, Richland, Washington. AP Calculus AB/BC. 3.3 Differentiation Rules, p. 116. Colorado National Monument. The derivative of a constant is zero.

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AP Calculus AB/BC

AP Calculus AB/BC. 1.2 Functions, p. 12. D = Domain. R = Range. D = Domain. R = Range. Engineers use functions to optimize designs in both form and function. Definition: Function

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AP/Honors Information Night

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AP Calculus AB/BC

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AP Calculus AB/BC

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3.4 Velocity and Other Rates of Change, p. 127

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3.4 Velocity and Other Rates of Change, p. 127

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APS Mathematics Continuous Learning in Math

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4.3 Using Derivatives for Curve Sketching, p. 205

AP Calculus AB/BC. 4.3 Using Derivatives for Curve Sketching, p. 205.

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4.4 Modeling and Optimization, p. 219

AP Calculus AB/BC. 4.4 Modeling and Optimization, p. 219. There must be a local maximum here, since the endpoints are minimums. A Classic Problem. You have 40 feet of fence to enclose a rectangular garden along the side of a barn. What is the maximum area that you can enclose?.

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4.4 Modeling and Optimization, p. 219

AP Calculus AB/BC. 4.4 Modeling and Optimization, p. 219. There must be a local maximum here, since the endpoints are minimums. A Classic Problem. You have 40 feet of fence to enclose a rectangular garden along the side of a barn. What is the maximum area that you can enclose?.

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3.5 Derivatives of Trig Functions, p. 141

AP Calculus AB/BC. 3.5 Derivatives of Trig Functions, p. 141. slope. Consider the function. We could make a graph of the slope:. Now we connect the dots!. The resulting curve is a cosine curve. slope. We can do the same thing for.

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3.7 Implicit Differentiation, p. 157 Day 1

AP Calculus AB/BC. 3.7 Implicit Differentiation, p. 157 Day 1. Example. This is not a function, but it would still be nice to be able to find the slope. Do the same thing to both sides. Note use of chain rule. 1 Differentiate both sides w.r.t. x. 2 Solve for . See p. 159.

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AP Calculus AB/BC

AP Calculus AB/BC. 1.1 Lines, p. 3. Lines and equations of lines are used in numerous business and economic applications. Linear functions are taught beginning with Algebra 1 and continuing all throughout Calculus.

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