'Resultant velocity' diaporamas de présentation

9/24 Vectors!!!!

9/24 Vectors!!!!. Pick up Problem Sets Physics HW 11 & 12 2D Kinematics AP Vectors More Practice Tests are not graded. But I did sleep in a Holiday Inn last night. Bonus Opportunity. 9/25 Vectors!!!! Pick up a piece of graph paper. Yesterday you picked up

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7. Continuous Groups

7. Continuous Groups. S pecial O rthogonal. Rotations in 2-D :. Rotations in 3-D :. Rotations in n -D :. ( indep. elements in n ? n SO matrix ). SO( n ) = Lie group of order n ( n ?1)/2. { R ( ? ) } = Fundamental representation. Generalization to complex vector space:.

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-Relative Motion -Vector Addition and Subtraction -Motion in Two Dimensions Intro

-Relative Motion -Vector Addition and Subtraction -Motion in Two Dimensions Intro. Physics Mrs. Coyle. Part I. Relative Velocity Vector Addition and Subtraction (Graphical). Relative Velocity . Velocity of A relative to B: V AB = V A - V B v AB : v of A with respect to B

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-Relative Motion -Vector Addition and Subtraction -Motion in Two Dimensions Intro

-Relative Motion -Vector Addition and Subtraction -Motion in Two Dimensions Intro. Physics Mrs. Coyle. Part I. Relative Velocity Vector Addition and Subtraction (Graphical). Relative Velocity . Velocity of A relative to B: V AB = V A - V B v AB : v of A with respect to B

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Vectors (10)

Vectors (10). Modelling. B. r. = 6 i - 2 j. A. s = -4 i + 4 j. r. r. r. r. r. r. r. O. A. A. B. B. B. B. B. + s =. A. = + s. = ( 6 i - 2 j ) + ( -4 i + 4 j ). = 6 i - 2 j - 4 i + 4 j. r. = ( 2 i + 2 j ) m. B. Displacement.

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Frame of reference

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Review Components

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Sci. 1-1 Measuring Motion

Sci. 1-1 Measuring Motion. Pages 4-10. A. Reference point - an object that appears to stay in the same place. Examples- buildings, trees, mountains. B. Motion - when an object changes position over time when compared with a reference point.

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AP Unit I A 2

AP Unit I A 2. Motion in two dimensions. Objectives. I A 2. a) Students should know how to deal with displacement and velocity vectors so they can: (1) Relate velocity, displacement, and time for motion with constant velocity.

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HORIZONTALLY LAUNCHED PROJECTILE MOTION EQUATIONS VERTICAL MOTION OBJECT FROM REST (Vi = 0)

HORIZONTALLY LAUNCHED PROJECTILE MOTION EQUATIONS VERTICAL MOTION OBJECT FROM REST (Vi = 0) V fy = -g D t Velocity final in y-direction (given time) V fy = ?-2g D y Velocity final in y-direction (given distance)

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