'Open circle' presentation slideshows

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Floor Time Stanley Greenspan’s Model

Floor Time Stanley Greenspan’s Model

Floor Time Stanley Greenspan’s Model. Prepared by: Jim Messina, Ph.D. GREENSPAN’S FUNCTIONAL EMOTIONAL SCALE. SELF-REGULATION & INTEREST IN WORLD (3 months) FORMING RELATIONSHIPS, ATTACHMENT & INTIMACY (8 months) INTENTIONAL 2 WAY COMMUNCIATIONS (9 months)

By louise
(322 views)

Quadratic Equations

Quadratic Equations

Chapter 16. Quadratic Equations. Chapter Sections. 16.1 – Solving Quadratic Equations by the Square Root Property 16.2 – Solving Quadratic Equations by Completing the Square 16.3 – Solving Quadratic Equations by the Quadratic Formula 16.4 – Graphing Quadratic Equations in Two Variables

By desiderio
(423 views)

§ 8.3

§ 8.3

Graphing Piecewise-Defined Functions and Shifting and Reflecting Graphs of Functions. § 8.3. Graph. Graphing Piecewise-Defined Functions. Example:. Graph each “piece” separately. Values  0. Values > 0. Continued. y. (3, 6). Open circle. (0, 3). x. (0, –1). (–1, 4). (–2, 7).

By amandla
(127 views)

The Secrets Behind Calculus

The Secrets Behind Calculus

The Secrets Behind Calculus. The first book to bring you tips and helpful, easy to understand calculus topics in simple English to guarantee a higher AP Calculus Exam Grade By: Ashley Martinez And Mariah Apollon *results may vary. Table of Contents. Chapter 6a: Slope Fields

By reina
(147 views)

Solving Inequalities in 2 Variables

Solving Inequalities in 2 Variables

Solving Inequalities in 2 Variables. Monday, February 10, 2014. What are the rules?. How do you graph a line? You graph an inequality basically the same way… you need to isolate y .

By kendis
(89 views)

Symmetry and Coordinate Graphs Section 3.1

Symmetry and Coordinate Graphs Section 3.1

Symmetry and Coordinate Graphs Section 3.1. Symmetry with Respect to the Origin. Symmetric with the origin if and only if the following statement is true: F(-x)=-F(x). Symmetric with Origin Example . F(X) = x 5 Yes F(x) = x/(1-x) No. Symmetry (a,b). X-Axis Plug in (a,-b) Y-Axis

By donal
(156 views)

The Economics of Business

The Economics of Business

The Economics of Business. Class 11 OUTLINE. Harvard Extension School E1600 Instructor: Bob Wayland Teaching Assistant: Natasha Wambebe. Complex and Multi-Characteristic Goods. Lancaster notes that the neoclassical theory of consumer behavior is elegant but sterile

By nita
(64 views)

Algebra 2

Algebra 2

Algebra 2. 2.6 Linear Inequalities in Two Variables. Warm-up. Graph the following lines on the same coordinate plane. y = 2 x = -1 -x + y = 1 y = 3x + 1. Learning Targets . Students should be able to… Graph Linear Inequalities in two variables

By selena
(93 views)

Contributed by: Angela Ceradsky

Contributed by: Angela Ceradsky

MAGIC CIRCLES CREATING A TRUNCATED TETRAHEDRON. Contributed by: Angela Ceradsky. Magic circles. Fold your circle directly in half and crease it well. Open the circle, the crease you made is the ( diameter ) of the circle.

By lucie
(94 views)

2.8 Solving Linear Inequalities

2.8 Solving Linear Inequalities

2.8 Solving Linear Inequalities. Definition. An inequality is an algebraic expression related by < “is less than,” ≤ “is less than or equal to,” > “is greater than,” or ≥ “is greater than or equal to.”. Linear Inequality in One Variable

By kyoko
(117 views)

Domain and Range X		 Y

Domain and Range X Y

Domain and Range X Y . Domain is the set of possible values for x. It consists of EVERY NUMBER that X can represent. . Range is the set of possible values for y. It consists of EVERY NUMBER that Y can represent. . REMEMBER

By aquila
(87 views)

How do you write an inequality given a number line ?

How do you write an inequality given a number line ?

How do you write an inequality given a number line ?. In this lesson you will learn to write an inequality given a number line representation. A variable is a letter or symbol that represents an unknown number or set of numbers. For example, x or ★ could be used to represent unknown numbers.

By borka
(110 views)

How do you use a number line to represent an inequality?

How do you use a number line to represent an inequality?

How do you use a number line to represent an inequality?. x > 4 or x ≤ -9. In this lesson you will learn how to represent the solution set of an inequality by creating a number line.

By yazid
(108 views)

Review of Inequalities

Review of Inequalities

Review of Inequalities. Less than/ Greater than. Less than or equal to/ Greater than or equal to. Represented with a closed circle on a number line. Includes the value. Represented with an open circle on a number line. Does not include the value.

By althea
(135 views)

a. b. c.

By mahsa
(125 views)

3.1 Inequalities and their Graphs

3.1 Inequalities and their Graphs

3.1 Inequalities and their Graphs. SWBAT identify solutions of inequalities. SWBAT graph and write inequalities in one variable. Warm Up. Draw a number line from -5 to 5. Graph the following numbers on the number line. 4 -3 ½ 0. Inequality Symbols.

By ouida
(152 views)

Warm-Up

Warm-Up

Warm-Up. How can you find the pattern in an arithmetic sequence? 108, 36, 12 ,… 2. What type of sequence is this? 3. Write an algebraic expression for this sequence? 4. What would the next term in the sequence be?. Inequalities. Who in the world is Pac-man?. Inequalities.

By eamon
(130 views)

Solve:

Solve:

Solve: . A. All real numbers. B. . C. D. No solution. Which equation has no solution?. A. . B. . C. D. .

By taryn
(89 views)

Herbal / Drug Interactions

Herbal / Drug Interactions

Herbal / Drug Interactions. Gary W. Elmer, R.Ph.,Ph.D. Department of Medicinal Chemistry, elmer@u.washington.edu 11/08/07. Elmer et al. Ann Pharmacother 2007,in press. Steps for Detecting and Advising on Herbal/Drug Interactions. Is the patient taking any herbal supplements?

By clyde
(183 views)

Solve:

Solve:

Solve: . A. All real numbers. B. . C. D. No solution. Which equation has no solution?. A. . B. . C. D. .

By jaimin
(41 views)

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