PPT-Finding Extrema

Common Core II Day 2 Warm Ups a Factor to solve the equation x 2 7x 10 0 b Explain what the solutions tell you about the graph c Using what you know about the quadratic function draw a rough sketch. Prepared by Ingrid Stewart, Ph.D., College of Southern Nevada Please Send Questions and Comments to ingrid.stewart@csn.edu. Thank you! Let's look at the graph of a quadratic function and some of its t Document #: TX001070. God Desires…. God constantly calls us to relationship with him.. We are invited into communion with God in order to experience the grace of his saving love.. © Leigh Prather/Shutterstock.com. Chapter 5.1. Absolute (Global) Extreme Values. Up to now we have used the derivative in applications to find rates of change. However, we are not limited to the rate-of-change interpretation of the derivative. If y varies directly as the square of x and inversely as z and y =36 when x =12 and z =8, find x when y=4, and z=32. 3.6 – Critical Points & Extrema. Objective: . Critical Points. Critical Points. Why find extreme values of functions?. To find where functions are optimized. Find maximum profit. Find minimum cost. Find best dose of medicine. Find best gas mileage per speed. Etc….. Extrema. (plural of extreme). constant. Indicate all extrema (max and min) 242)(xxxfincreasing, as we move from left to right if the graph is going uphill then it is increasing. Likewise if we move from left to Goal:. Find the x and y intercepts of an equation.. Eligible Content:. A1.2.1.2.1 / A1.2.1.2.2. Vocabulary. x-intercept. – the point that a line crosses the x-axis.. (-2, 0). y is always 0. y-intercept . Patricia . Cadden. , Senior Commissioner . And. Chris Hart, Independent Nurse Consultant. What we’ll be talking about. Introduction. Reasons for commissioning the RDIC Custody. Taking a moment. The work to date. Intervals Increasing. Intervals Decreasing. Intervals Concave Up. Intervals Concave Down. Critical Numbers:. Relative . Extrema. :. Points of Inflections:. Make a table to find intervals of concavity . s. ). Mark Sullivan. University of Florida Libraries. Digital Library of the Caribbean. Electronic Finding Guides (EADs). Brief History. Encoding. Related Standards. EAD Tags (precursory look). Examples. Extrema. Maximum and Minimums. Critical Values. . . . Where the derivative is zero or the function does not exist.. Extrema. : . Let f be defined on the interval (. a,b. ) containing the point c.. Definition of Extrema. Let f be defined on an interval . I. containing c.. f(c) is the . minimum. of f on . I. if f(c)≤f(x) for all x in . I. .. f(c) is the . maximum. of f on . I. if f(c)≥f(x) for all x in . 1. Original Petition for Rulemaking 1999.. 2. Denied by Bush EPA in 2003.. 3. Denial upheld by DC Circuit in 2005.. 4. Reversed by Supreme Court in . Massachusetts v. EPA . in 2007.. EPA ordered to make a finding, one way or the other.. Objective: . Recognize the shape of basic polynomial functions. Describe the graph of a polynomial function. Identify properties of general polynomial functions: Continuity, End Behaviour, Intercepts, Local .