This post categorized under Vector and posted on November 7th, 2018.

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Representation of a vector . Vector quanvectories are often represented by a scaled vector diagrams. Vector diagrams represent a vector by the use of an arrow drawn to scale in a specific direction. An example of a scaled vector diagram is shown in Fig . From the figure it is clear that . 1. The scale is listed. 2.Scalar and vector quanvectories A study of motion will involve the introduction of a variety of quanvectories which are used to describe the physical world. Examples of such quanvectories are distance displacement speed velocity acceleration mvector momentum energy work power etc.Vector quanvectories are not fully described unless both magnitude and direction are listed. Representing Vectors. Vector quanvectories are often represented by scaled vector diagrams. Vector diagrams depict a vector by use of an arrow drawn to scale in a specific direction.

In 2 dimensions vectors are often represented with magnitude and angle of direction. EXAMPLES OF VECTOR QUANvectorY Temperature RiseFall The measurement of temperature is scalar but the measurement of rise or fall in temperature is vector. For Example 10 degrees Celsius is a scalar quanvectory but 5 degree fall in temperature is a vector quanvectory.The vector quanvectories however involve much more information than simply representable in a figure often requiring a specific sense of direction within a specified coordinate system. Eg speed strength . To do this a vector is imposed as a representation of the unique meaning of the magnitude. Every vector is governed by four fundamental When a vector is represented graphically its magnitude is represented by the vectorgth of an arrow and its direction is represented by the direction of the arrow. Here is an example

Vector quanvectory that requires both magnitude and direction for complete description as scalar quanvectory that is complete described by magnitude When a rectangle is constructed in order to add velocities what represents the resultant of the When a rectangle is constructed in order to add velocities what represents the resultant of the velocities