'Inflection points' presentation slideshows

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CHAPTER 5 SECTION 5.4 EXPONENTIAL FUNCTIONS: DIFFERENTIATION AND INTEGRATION

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Mathematics and Biology Education: Promoting Interdisciplinarity

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Concavity and Inflection Points

Concavity and Inflection Points. The second derivative will show where a function is concave up or concave down. It is also used to locate inflection points. Concavity and Inflection Points.

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A Pragmatic Introduction to the Gaussian Curve

A Pragmatic Introduction to the Gaussian Curve. John Behrens Arizona State University Behrens @asu.edu. Version of 9/98. As we have seen, data occur in many shapes including. As we have seen, data occur in many shapes including. Positively Skewed.

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Fold

Fold. Folds form from curving, buckling, and bending of originally planar rock layers (e.g., beds, foliation) through ductile deformation Practically, folds are defined by the attitude of their axis and/or hingeline, and axial plane

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Social Science Reasoning Using Statistics

Social Science Reasoning Using Statistics. Psychology 138 2013. Exam 2 is Wed. March 6 th Quiz 4 I will move the due date to Mon March 4 th Covers z-scores, Normal distribution, and describing correlations. Announcements. Transformations: z-scores Normal Distribution

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AP STATS

AP STATS. DENSITY CURVES and NORMAL DISTRIBUTIONS. The histogram displays the Grade equivalent vocabulary scores for 7 th graders on the Iowa Test of Basic Skills. The scores of students on this national test have a regular distribution .

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Sketching Functions

Sketching Functions. We are now going to use the concepts in the previous sections to sketch a function, find all max and min ( relative and absolute ), and identify any inflection points. Sketching Functions.

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The Normal Probability Distribution

The Normal Probability Distribution. Some Basic Ideas. Review relative frequency histogram. Values of a variable, say test scores. 1/10 2/10 4/10 2/10 1/10. 60 70 80 90. In this example 10 people took a test. The height of each

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Graphing Using Derivatives

Graphing Using Derivatives. Step 1. find the 1 st derivative set it equal to zero solve it. f ( x ) = x 3 - 3 x 2. f '( x ) = 3 x 2 - 6 x = 3 x ( x -2) = 0 x = 0, x = 2 . Step 2. Making the 1 st derivative chart:

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Calculus and Analytic Geometry I

Calculus and Analytic Geometry I. Cloud County Community College Fall, 2012 Instructor: Timothy L. Warkentin. Chapter 04: Applications of Derivatives. 4.1 Extreme Values of Functions 4.2 The Mean Value Theorem 4.3 Monotonic Functions and the First Derivative Test

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7. APPROXIMATE ANALYSIS OF INDETERMINATE STRUCTURES

7. APPROXIMATE ANALYSIS OF INDETERMINATE STRUCTURES. 7. APPROXIMATE ANALYSIS OF INDETERMINATE STRUCTURES. 7.1 INTRODUCTION 7.2 INDETERMINATE TRUSS ANALYSIS 7.3 VERTICAL LOADS ON BUILDING FRAMES 7.4 PORTALS AND TRUSSED FRAME STRUCTURES - VERTICAL AND LATERAL LOADS

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40 yr Nationwide Crime Wave

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Curve Sketching

Curve Sketching. Lesson 5.4. Motivation. Graphing calculators decrease the importance of curve sketching So why a lesson on curve sketching? A calculator graph may be misleading What happens outside specified window?

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Harris Chapter 7

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Introduction 10 January

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Project Post Mortem Questions

Project Post Mortem Questions. General Questions Are you proud of the project deliverables? If yes, what's good? If not, what's not so good? What was the single most frustrating part of the project? How would you do things differently next time to avoid this frustration?

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