'Relative max min' presentation slideshows

Finding the Equation of the Tangent Line to a Curve

Finding the Equation of the Tangent Line to a Curve. Remember: Derivative=Slope of the Tangent Line. Review:. Review:. How do we find the equation of the tangent line to a curve?. What is the equation for the slope of the line tangent to the curve at point A using points A and B?.

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3.6 Finding the Equation of the Tangent Line to a Curve

3.6 Finding the Equation of the Tangent Line to a Curve. Remember: Derivative=Slope of the Tangent Line. What is another way to find the slope of this line?. The DERIVATIVE!!!!. What is another way to find the slope of this line?.

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Warm up

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Relative Extrema: Graphing Polynomials

Relative Extrema: Graphing Polynomials. Objective: We will locate relative maximum and minimum values and use all of our knowledge to graph polynomials. Definition 5.2.1.

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Applications of the Derivative

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Application of Derivatives

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Extrema On An Interval

Extrema On An Interval. Section 3.1. After this lesson, you should be able to:. Understand the definition of extrema of a function on an interval Understand the definition of relative extrema of a function on an open interval Find extrema on a closed interval. Extrema.

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Extrema on an Interval

Extrema on an Interval. Lesson 4.1. Design Consultant Problem. A milk company wants to cut down on expenses They decide that their milk carton design uses too much paper For a given volume how can we minimize the amount of paper used?.

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Total Number of Yum! Restaurants and Total Yum! Company Revenue 2003-2011

Total Number of Yum! Restaurants and Total Yum! Company Revenue 2003-2011. Amy Mueller. Project Data and Questions. Does the number of restaurants effect the company revenue? How many restaurants is too many? Does each added restaurant add a guaranteed amount of revenue?

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Calculus Section 4.2 Find relative extrema and graph functions

Calculus Section 4.2 Find relative extrema and graph functions. Recall: the derivative of a function can be used to determine when the graph is increasing and decreasing. The slope of a graph is positive to the left of a relative maximum and negative to its right.

828 views • 6 slides