'Vector subtraction' presentation slideshows

Introduction to Vectors

Introduction to Vectors. UNIT 1. What is a Vector? . A vector is a directed line segment, can be represented as AB or AB, where A and B are the two endpoints of the line segment. Directed means that the vector has a direction. QUESTION: Which direction is implied for vector AB?.

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Vectors

Vectors. A vector is a quantity that is characterized by both magnitude and direction. Vectors are represented by arrows. The length of the arrow represents magnitude. The direction of the arrow represents direction.

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Vectors and Two-Dimensional Motion

Vectors and Two-Dimensional Motion. Vector Notation. When handwritten, use an arrow: When printed, will be in bold print: A When dealing with just the magnitude of a vector in print, an italic letter will be used: A. Properties of Vectors. Equality of Two Vectors

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Lecture 4

Lecture 4. Today: Ch. 3 (all) & Ch. 4 (start) Perform vector algebra (addition and subtraction) Interconvert between Cartesian and Polar coordinates Work with 2D motion Deconstruct motion into x & y or parallel & perpendicular Obtain velocities Obtain accelerations

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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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Properties of Vectors

Properties of Vectors. Equality of Two Vectors Two vectors are equal if they have the same magnitude and the same direction Movement of vectors in a diagram Any vector can be moved parallel to itself without being affected Relevant for vector algebra (like subtracting vectors).

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Lecture 4

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Chapter 3.1-3.2

Chapter 3.1-3.2. Vectors. Vector vs. Scalar Review (3.1). All physical quantities encountered in this text will be either a scalar or a vector A vector quantity has both magnitude (size) and direction A scalar is completely specified by only a magnitude (size). Vector Notation.

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Vectors

Vectors. You will be tested on your ability to: correctly express a vector as a magnitude and a direction break vectors into their components add and multiply vectors apply concepts of vectors to linear motion equations (ch. 2). Vector vs. Scalar.

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Vectors

Vectors. You will be tested on your ability to: correctly express a vector as a magnitude and a direction break vectors into their components add and multiply vectors apply concepts of vectors to linear motion equations (ch. 2). Vector vs. Scalar.

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Note: When you are subtracting a vector, SWAP the vector then ADD it.

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Vectors vs. Scalars Pop Quiz: Which of these do you think are vector quantities?

Vectors vs. Scalars Pop Quiz: Which of these do you think are vector quantities? Mass, Temperature, Distance, Displacement, Speed, Velocity, Acceleration, Force, Work, Energy, Power, Momentum, Time. A vector is an arrowed line. A vector has a tail and a head .

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Lecture 2: Vectors ?? (chapter 3 of Halliday)

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Vectors vs. Scalars Pop Quiz: Which of these do you think are vector quantities?

Vectors vs. Scalars Pop Quiz: Which of these do you think are vector quantities? Mass, Temperature, Distance, Displacement, Speed, Velocity, Acceleration, Force, Work, Energy, Power, Momentum, Time. A vector is an arrowed line. A vector has a tail and a head .

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Do now

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Thomas Edison State College School of Applied Science and Technology

Thomas Edison State College School of Applied Science and Technology. EGM-211-OL: Statics Chapter Highlights. 1. Thomas Edison State College, School of Applied Science and Technology Chapter Highlights for EGM-211-OL: Statics. Chapter One: Introduction This Chapter will

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Using Vectors

Using Vectors. Two Displacements. A hiker walks east from camp for 2.0 km, then northeast for 3.0 km. What is the final displacement of the hiker? Each individual displacement is a vector that can be represented by an arrow. 3.0 km. 2.0 km. The two vectors can be added graphically.

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Vector Addition and Subtraction

Vector Addition and Subtraction. Position, Displacement, Velocity, Acceleration, Jerk, Jounce (snap, crackle and pop). Vector addition in 1D. Vector Addition in 2D: Parallelogram and Tip to Tail Methods. Vector subtraction, two methods. Trig method: On Black Board after tutorial.

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