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Matching Type. Match each item to a choice: Two vectors having the same magnitude and direction. A rule associating each point (x,y) or (x,y,z) in a region of vector F(x,y) or F(x,y,z), respectively; Basically a vector-valued function. A vector drawn at the heads of two other vectors. If A and B are any wo vectors, the initial point of B is placed on the initial point of A, resultant vector is the diagonal formed by A and B drawn from the common initial point. Specifies a point uniquely by a pair (or triple)of numerical coordinates, which are the signed distance from fixed reference lines. If A and B are any two vectors, the initial point of B is placed on the terminal point of A, resultant vector is drawn from the initial point of A to the terminal point of B. Choices: I Equal vectors E Unit Vector I Fields I Coordinate System I Separation Vector E Vector Field # Triangle Law # Distance Vector E Radius Vector H Parallelogram Law

Matching Type. Match each item to a choice: Two vectors having the same magnitude and direction. A rule associating each point (x,y) or (x,y,z) in a region of vector F(x,y) or F(x,y,z), respectively; Basically a vector-valued function. A vector drawn at the heads of two other vectors. If A and B are any wo vectors, the initial point of B is placed on the initial point of A, resultant vector is the diagonal formed by A and B drawn from the common initial point. Specifies a point uniquely by a pair (or triple)of numerical coordinates, which are the signed distance from fixed reference lines. If A and B are any two vectors, the initial point of B is placed on the terminal point of A, resultant vector is drawn from the initial point of A to the terminal point of B. Choices: I Equal vectors E Unit Vector I Fields I Coordinate System I Separation Vector E Vector Field # Triangle Law # Distance Vector E Radius Vector H Parallelogram Law

Power System Analysis and Design (MindTap Course List)
Power System Analysis and Design (MindTap Course List)
6th Edition
ISBN:9781305632134
Author:J. Duncan Glover, Thomas Overbye, Mulukutla S. Sarma
Publisher:J. Duncan Glover, Thomas Overbye, Mulukutla S. Sarma
Chapter6: Power Flows
Section: Chapter Questions
Problem 6.55P
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Matching Type. Match each item to a choice: Two vectors having the same magnitude and direction. A rule associating each point (x,y) or (x,y,z) in a region of vector F(x,y) or F(x,y.z), respectively; Basically a vector-valued function. A vector drawn at the heads of two other vectors. If A and B are any wo vectors, the initial point of B is placed on the initial point of A, resultant vector is the diagonal formed by A and B drawn from the common initial point. Specifies a point uniquely by a pair (or triple)of numerical coordinates, which are the signed distance from fixed reference lines. If A and B are any two vectors, the initial point of B is placed on the terminal point of A, resultant vector is drawn from the initial point of A to the terminal point of B. Choices: : Equal vectors E Unit Vector : Fields : Coordinate System | Separation Vector : Vector Field # Triangle Law : Distance Vector : Radius Vector I Parallelogram Law
Transcribed Image Text:Matching Type. Match each item to a choice: Two vectors having the same magnitude and direction. A rule associating each point (x,y) or (x,y,z) in a region of vector F(x,y) or F(x,y.z), respectively; Basically a vector-valued function. A vector drawn at the heads of two other vectors. If A and B are any wo vectors, the initial point of B is placed on the initial point of A, resultant vector is the diagonal formed by A and B drawn from the common initial point. Specifies a point uniquely by a pair (or triple)of numerical coordinates, which are the signed distance from fixed reference lines. If A and B are any two vectors, the initial point of B is placed on the terminal point of A, resultant vector is drawn from the initial point of A to the terminal point of B. Choices: : Equal vectors E Unit Vector : Fields : Coordinate System | Separation Vector : Vector Field # Triangle Law : Distance Vector : Radius Vector I Parallelogram Law
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