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  • Explore vectors in 1D or 2D, and discover how vectors add together. Specify vectors in Cartesian or polar coordinates, and see the magnitude, angle, and components of each vector. Experiment with vector equations and compare vector sums and differences.
  • Essential idea: Some quantities have direction and magnitude, others have magnitude only, and this understanding is the key to correct manipulation of quantities. This sub-topic will have broad applications across multiple fields within physics and other sciences. Nature of science: Models: First mentioned explicitly in a scientific paper in 1846, scalars and vectors reflected the work of
  • Vectors and Projectiles 3. A component is the effect of a vector in a given x- or y— direction. A component can be thought of as the projection of a vector onto ?re nearest x- or y—axis. Vectors and Projectiles Worksheet Answers New Physics
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  • 3 Define a vector in a sentence. 4 Describe a vector’s two main features. 5 Define a scalar in a sentence. 6 Give examples of vectors and scalars. 7 Be able to identify if two vectors are equal 8 Graphically show the result of multiplying a vector by a positive scalar. 9 Graphically show the result of multiplying a vector by a negative scalar.
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  • 6. When the answer asked for is a vector, two answers are required: magnitude and direction. HOW TO TACKLE A QUESTION ON VECTORS Lines with arrowheads are used to describe a vector. The length of the line gives the magnitude (or size) of the vector. The direction in which the arrow points gives the direction of the vector. VECTOR DIAGRAMS 1.
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  • The starting point of a vector is known as the tail and the end point is known as the head. Figure 20.1: Examples of vectors. Figure 20.2: Parts of a vector. Directions (ESAGL) There are many acceptable methods of writing vectors. As long as the vector has a magnitude and a …
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