'Quadrant iii' diaporamas de présentation

Circular Trigonometric Functions

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Merrill pg. 759

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GRAPHING LINEAR EQUATIONS

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If two lines intersect at one point, the system is called

If two lines intersect at one point, the system is called. consistent and dependent consistent and independent inconsistent and independent inconsistent and dependent .

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Solving Systems of Equations by Graphing

Solving Systems of Equations by Graphing. One option to solving a system of two linear equations in two variables is to solve it graphically. To solve a system graphically, graph both equations on the same coordinate system. Their intersection is the solution to the system of equations.

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The Coordinate Plane

5. -5. 5. -5. The Coordinate Plane. Imagine the top surface of your desk stretching in every direction. If it continued to spread , it would go right through your neighbor . . . . . . and then through the classroom walls . . .

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The Coordinate Plane

5. -5. 5. -5. The Coordinate Plane. Imagine the top surface of your desk stretching in every direction. If it continued to spread , it would go right through your neighbor . . . . . . and then through the classroom walls . . .

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TRIGONOMETRIC FUNCTIONS OF ANY ANGLE

TRIGONOMETRIC FUNCTIONS OF ANY ANGLE . Section 4.4. Objectives:. Evaluate trigonometric functions of any angle. Use reference angles to evaluate trigonometric functions. To evaluate trigonometric functions of real numbers. Unit Circle Rationale.

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Time Management

Time Management. Building Connections: Community Leadership Program. Where does your time go?. Using the handout provided, allocate where your time goes each week and then answer the following questions: What activities do you spend the least amount of time?

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Strategic Team Four

Strategic Team Four. BMGT 495- Strategic Management Doctor vernon swinton 4 may, 2014 Christian Snuggs (Team Captain) Disheka Butler Rachel Kenlon Clemente Moreno Matthew Ulichney. Agenda. Alternative Strategy Generation SWOT Analysis Strategy & Prioritization Selection Action Plan

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UNIT 2 Two Dimensional Motion And Vectors

UNIT 2 Two Dimensional Motion And Vectors. ConcepTest 3.1a Vectors I. 1) same magnitude, but can be in any direction 2) same magnitude, but must be in the same direction 3) different magnitudes, but must be in the same direction 4) same magnitude, but must be in opposite directions

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Cartesian Coordinate System

Cartesian Coordinate System. Making a Graph!. Ordered Pair ( x,y ) ( right or left, up or down) (4,2) (-3,3) (-4,-1) (3,-2). Coordinate Plane (Title) x-axis y-axis Quadrant I Quadrant II Quadrant III Quadrant IV (+,+) (+,-) (-,+) (-,-) Origin (0,0).

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SIN E

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Angles of Rotation and Radian Measure

Angles of Rotation and Radian Measure. An angle of rotation is formed by two rays with a common endpoint (called the vertex ). In the last section, we looked at angles that were acute. In this section, we will look at angles of rotation whose measure can be any real number. terminal side.

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Algebra 1

Algebra 1. 4.1 Plot Points in a Coordinate Plane. 4.1 Plot Points in a Coordinate Plane. Ordered Pair (x,y) The location of a point on a coordinate plane. (horizontal movement,vertical movement) Coordinate Plane. y-axis. x-axis. 4.1 Plot Points in a Coordinate Plane. Quadrant

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Coordinate Plane

Coordinate Plane. Section 1-10. Learning Targets. I can name coordinates and quadrants in the coordinate plane. I can graph points in the coordinate plane. Definitions.

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13.2 Angles of Rotation and Radian Measure

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Determining Ordered Pairs for Special Trigonometric Angles

Any angle that is a multiple of ?, has an ordered pair that comes from the Trig circle. If the value of the angle does not fall between 0 and 2?, then you must find the angle between 0 and 2? that occupies the same position. ?. but.

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Quadrants: Quarters on a coordinate plane.

Terminal side. Initial side. Vertex. Quadrants: Quarters on a coordinate plane. Angle: Two sides joined at a vertex make up an angle ~ Three parts: initial side, terminal side, vertex

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