SlideFinderPowerPoint search engine with thumbnail results
Advanced search
Newest Viewed Downloaded

Universities > United States Showing 1 - 20 of 133 items

(The State University of New York)

The State University of New York, abbreviated SUNY, is a system of public institutions of higher education in New York, United States. It is the largest comprehensive system of universities, colleges, and community colleges in the world, with a total enrollment of 438,361 students, plus 1.1 million adult education students spanning 64 campuses across the state. The SUNY system has 83,547 faculty members and some 6,650 degree and certificate programs overall. SUNY includes many institutions and four University Centers: Albany (1844), Binghamton (1946), Buffalo (1846), and Stony Brook (1957). SUNY's administrative offices are in Albany.

More information: http://en.wikipedia.org/wiki/State_University_of_New_York

ENERGY TASK FORCE Report State University of New York Board of Trustees March 20, 2007

ENERGY TASK FORCE Report State University of New York Board of Trustees March 20, 2007

7.1-7.3 Right Triangle Trigonometry Chapter 7 Sections 1-3: Right Triangle Trigonometry In this section, we will… Convert degrees to radians and visa versa Evaluate trig. functions of angles using right triangles Use trigonometry to solve right triangles Solve applications

4.2 + 4.4 Linear and Quadratic Regression Chapter 4 Sections 2 and 4: Linear and Quadratic Regression In this section, we will… Draw and interpret scatterplots Determine which regression model is appropriate Use the TI to find the best-fit regression equation Interpret the regression equation Make predictions using the regression equation

4.3 Quadratic Functions and Their Properties Chapter 4 Section 3: Quadratic Functions and Their Properties In this section, we will… Graph quadratic functions using transformations Identify the axis of symmetry, vertex and intercepts of a quadratic function Determine if a quadratic function opens up or down Identify the domain and range of a quadratic function Find the minimum or maximum of a quadratic function Determine where a quadratic function is increasing, decreasing or constant over its domain Solve applications of quadratic functions
Peter Shea, Associate Professor, Educational Theory and Practice & College of Computing and Information, University at Albany Jason Vickers , Educational Theory and Practice, University at Albany Sedef Uzuner-Smith, Educational Theory and Practice, University at Albany

Peter Shea, Associate Professor, Educational Theory and Practice & College of Computing and Information, University at Albany Jason Vickers , Educational Theory and Practice, University at Albany Sedef Uzuner-Smith, Educational Theory and Practice, University at Albany
Peter Shea, Associate Professor, Educational Theory and Practice & College of Computing and Information, University at Albany Jason Vickers , Educational Theory and Practice, University at Albany Sedef Uzuner-Smith, Educational Theory and Practice, University at Albany

Peter Shea, Associate Professor, Educational Theory and Practice & College of Computing and Information, University at Albany Jason Vickers , Educational Theory and Practice, University at Albany Sedef Uzuner-Smith, Educational Theory and Practice, University at Albany

4.1 Linear Functions and Their Properties Chapter 4 Section 1: Linear Functions and Their Properties In this section, we will… Graph linear functions Identify the average rate of change of a linear function Determine whether a linear function is increasing, decreasing or constant over its domain Solve applications of linear functions
Chapter 6

Chapter 6

Community Ecology, Population Ecology, & Sustainability

Instructional Effort and Teaching Presence: A Re-Examination of Measures and Approach Suzanne Hayes Jason Vickers

New Directions for SLN Research: 2009-2012 Peter Shea Senior Researcher for the SUNY Learning Network Educational Theory and Practice & CCI University at Albany, SUNY

3.3 Graphing Linear Equations Chapter 3 Section 3: Graphing Linear Equations In this section, we will… Distinguish a linear equation from other equations Write linear equations in general form and in slope-intercept form Graph linear equations using a table of solutions (values) Find the x-intercepts and y-intercepts of a linear equation and graph linear equations using the intercept method Graph horizontal and vertical lines

1.2 Quadratic Equations Chapter 1 Section 2: Quadratic Equations In this section, we will… Solve quadratic equations by factoring Solve quadratic equations by extraction of roots Solve quadratic equations by completing the square Solve quadratic equations by using the quadratic formula (real solutions only) Use the discriminant to determine the nature of the real solutions of a given quadratic equation Solve applications involving quadratic equations

3.5 Graphing Functions Using Transformations Chapter 3 Section 5: Graphing Functions Using Transformations In this section, we will… Identify Basic Functions Graph Functions Using Transformations Give the Equation of a Graphed Function Using Transformations

2.2 Graphs of Equations in Two Variables Chapter 2 Section 2: Graphs of Equations in Two Variables In this section, we will… Determine if a given ordered pair satisfies a graph Find the intercepts of a graph of a function algebraically and graphically Identify symmetries given a graph or equation

2.7 Inequalities Chapter 2 Section 7: Inequalities In this section, we will… Determine if a given value is a solution to an inequality Solve a given inequality or compound inequality; give the solution in interval notation and graph the solution

1.1 Linear Equations Chapter 1 Section 1: Linear Equations In this section, we will… Solve linear equations Solve equations that lead to linear equations Solve applied problems involving linear equations

3.6 Writing Linear Equations Chapter 3 Section 6: Writing Linear Equations In this section, we will… Writing and graphing linear relationships (including horizontal and vertical lines) Determining the equation of a line given the slope and a coordinate on the line Determining the equation of a line given two distinct coordinates on the line

3.5 Slope-Intercept Form Chapter 3 Section 5: Slope-Intercept Form In this section, we will… Identify the slope and the coordinate of the y-intercept of a linear equation Graph linear equations from slope-intercept form Determine if given linear functions are parallel, perpendicular or neither

1.3 The Real Numbers Chapter 1 Section 3: The Real Numbers In this section, we will… Classify Numbers Determine the opposite and the absolute value of a number Approximate irrational numbers Graph real numbers on the number line Order given real numbers using < , > or =
12345 Next >>
Sitemap