Here are the essential concepts you must grasp in order to answer the question correctly.
Vector Subtraction
Vector subtraction involves finding the difference between two vectors, A and B, resulting in a new vector, A - B. This is done by reversing the direction of vector B and then adding it to vector A. The resultant vector represents the change in position or direction from the tip of vector B to the tip of vector A.
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Vector Representation
Vectors are represented graphically by arrows, where the length indicates the magnitude and the direction of the arrow indicates the vector's direction. In the context of the question, vectors A and B are shown with specific orientations, which are crucial for accurately performing vector subtraction and understanding their relationship.
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Coordinate System
A coordinate system provides a framework for defining the position of vectors in space. Typically, a Cartesian coordinate system is used, where vectors are defined by their components along the x and y axes. Understanding the coordinate system is essential for accurately tracing the vectors and performing operations like subtraction.
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