'Horizontal tangent line' presentation slideshows

Miscellaneous Topics Calculus Drill!!

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Tangent Lines and Arc Length Parametric Equations

Tangent Lines and Arc Length Parametric Equations. Objective: Use the formulas required to find slopes, tangent lines, and arc lengths of parametric and polar curves. Parametric Equations.

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Tangent Lines and Arc Length Parametric Equations

Tangent Lines and Arc Length Parametric Equations. Objective: Use the formulas required to find slopes, tangent lines, and arc lengths of parametric and polar curves. Parametric Equations.

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The Calculus of Parametric Equations

The Calculus of Parametric Equations As we have done, we will do again. Parametric curves have tangent lines, rates of change, area under and above, local and absolute maxima and minima, horizontal and vertical tangents, etc.

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Maximum and Minimum Values ( Section 3.1)

Maximum and Minimum Values ( Section 3.1) . Alex Karassev. Absolute maximum values. A function f has an absolute maximum value on a set S at a point c in S if f(c) ? f(x) for all x in S. y. y = f(x). f(c). x. S. c. Absolute minimum values.

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The Derivative-Instantaneous rate of change

The Derivative-Instantaneous rate of change. The derivative of a function, f at a specific value of x , say a is a value given by:. The derivative of a function, f as a function of x , is called f ? (x) and is given by:. Find the derivative of. Related problems.

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The Derivative-Instantaneous rate of change

The Derivative-Instantaneous rate of change. The derivative of a function, f at a specific value of x , say a is a value given by:. The derivative of a function, f as a function of x , is called f ? (x) and is given by:. Find the derivative of. Related problems.

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Calculus I (MAT 145) Dr. Day Wednesday February 13, 2019

Calculus I (MAT 145) Dr. Day Wednesday February 13, 2019. The limit definition of derivative (2.8) Properties and Characteristics of Derivatives (2.8) Derivative Shortcuts ( Ch 3) Quiz #5 on Friday! Info from a graph: limits, function values, derivatives Asymptotes defined by limits

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12.1 First Derivative and Graph

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5.3 - First Derivative Test

5.3 - First Derivative Test. MCB4U - Santowski. (A) Important Terms. Recall the following terms as they were presented in a previous lesson: turning point : points where the direction of the function changes maximum : the highest point on a function minimum : the lowest point on a function

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Basic Rules of Differentiation

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Wednesday , october 25th

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3.2 Rolles & Mean Value Theorem

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Rules for Differentiation

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Relative Extrema and More Analysis of Functions

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