'Quadrant ii' diaporamas de présentation

Jeopardy

Jeopardy. Sets. Algebra. Integers. Factoring. Mixed!. Q $100. Q $100. Q $100. Q $100. Q $100. Q $200. Q $200. Q $200. Q $200. Q $200. Q $300. Q $300. Q $300. Q $300. Q $300. Q $400. Q $400. Q $400. Q $400. Q $400. Q $500. Q $500. Q $500. Q $500. Q $500.

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TRIGONOMETRY

TRIGONOMETRY. METRY. TRIGONOS. THE BASICS. The Coordinate System. Y-AXIS. Quadrant II. Quadrant I. X-AXIS. Quadrant III. Quadrant IV. Radian Measure. Since the circumference of a circle is _______ , one complete rotation would have arc length of _______. Radian Measure.

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Section 5.3 Trigonometric Functions on the Unit Circle

Section 5.3 Trigonometric Functions on the Unit Circle. Standard position. Unit Circle. Given a unit circle, the radius or hypotenuse = 1. Sine and Cosine. MEMORIZE THIS: The right angle is always on the x axis. The acute angle is always at the origin. MEMORIZE THIS TOO:

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7 Habits of Highly Effective Teens

7 Habits of Highly Effective Teens. Parent University. LIFE FOR TEENS IS NO PLAYGROUND. It is a maze full of right or wrong turns-right or wrong choices. Parents can teach teens principles, values and skills to help them make better choices.

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time

time. management. time. www.dualibra.com. objectives. I will learn techniques that will help me to direct my work life instead of merely managing my time. I will learn a framework for developing a mission and vision that gives purpose and direction to my work.

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time

time. management. time. objectives. I will learn techniques that will help me to direct my work life instead of merely managing my time. I will learn a framework for developing a mission and vision that gives purpose and direction to my work.

438 views • 32 slides

Strategies for Creating Success in College and in Life

On Course. Strategies for Creating Success in College and in Life. Chapter 4. Mastering Self-Management. CHOICES OF SUCCESSFUL STUDENTS MASTERING SELF-MANAGEMENT. REVIEW. What is the formula for motivation? V x E = M Who is responsible for my motivation? I am

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5.3 and 5.4 Evaluating Trig Ratios for Angles between 0 and 360

5.3 and 5.4 Evaluating Trig Ratios for Angles between 0 and 360. What has to be broken before it can be used?. 5.3 and 5.4 Understanding Angles Greater than. y. Terminal Arm. We're going to explore how triangles in a Cartesian plane have trig ratios that relate to each other. ?. x.

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Review 6.1-6.4

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7-3 Sine and Cosine (and Tangent) Functions 7-4 Evaluating Sine and Cosine

7-3 Sine and Cosine (and Tangent) Functions 7-4 Evaluating Sine and Cosine. sin is an abbreviation for sine cos is an abbreviation for cosine tan is an abbreviation for tangent. y. P(x,y ). r. y. 0. x. x.

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Chapter 6 Strategy Analysis & Choice

Chapter 6 Strategy Analysis & Choice. Strategy Analysis & Choice. -- Establishing long-term objectives -- Generating alternative strategies -- Selecting strategies to pursue -- Best alternative - achieve mission & objectives. Nature of Strategy Analysis & Choice.

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Geometry Honors

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COORDINATE PLANE

COORDINATE PLANE. Coordinate plane. Quadrant I (+, +). Quadrant II (-, +). y-axis. origin. x-axis. (0,0). Quadrant III (-, -). Quadrant IV (+, -). Coordinate Geometry Describe a point with an ordered pair (x, y) Finding Distance Use two points and the distance formula

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The Coordinate Plane

The Coordinate Plane. Vocabulary. Coordinate plane- it is formed by two number lines that intersect at right angels. The point of intersection is the 0 on each number line Axes- the two number lines X-axis- the horizontal axis Y-axis- the vertical axis

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1.6 The Coordinate Plane

1.6 The Coordinate Plane. Chapter 1 Tools of Geometry. 1.6 The Coordinate Plane. (x, y) is an ordered pair or a coordinate of a point. y-axis. Quadrant I. Quadrant II. (+,+). (-,+). (0,0) origin. x-axis. Quadrant IV. Quadrant III. (+,-). (-,-). The Distance Formula.

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- 1

1. - 1. 1. - 1. Unit Circle. (A circle of radius 1.). (x, y). r =1. Every ray that comes from the origin and intersects the unit circle has a length of 1 (because it is a radius). y. x.

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Coordinate Points & Coordinate Plane

Coordinate Points & Coordinate Plane. Math Vocabulary. Coordinate plane Formed by two intersecting lines (named X and Y ) Origin The middle/center of the coordinate, also known as (0, 0) [the START point when graphing ] Axis The intersecting lines that form a coordinate plane

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Transformations Day 1: Dilations &Translations

Transformations Day 1: Dilations &Translations. Warm-Up: Coordinate Plane. Coordinate Plane. What is the x-coordinate of (-2,3)? What is the y-coordinate of (-4,2)? What are the coordinates of point G? What is the x-coordinate?

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Rectangular Coordinate System

Rectangular Coordinate System. In pre-algebra, we used number lines to plot numbers and equations and inequalities of 1 variable (x = -3, x < 4 => one-dimensional). -5. -4. -3. -2. -1. 1. 2. 3. 4. 5. 0.

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Four Quad Scatter Diagram

Four Quad Scatter Diagram. Short. Quadrant III. Quadrant IV. Difficult. Easy. Quadrant II. Quadrant I. Long. 9 8 7 6 5 4 3 2 1. Impact to Organization. 1 2 3 4 5 6 7 8 9. Difficulty to Implement.

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