define scalar and Triangle Law of vector addition
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a vector without giving the magnitude, direction is very important when it comes to vectors and their additions.
Example of vector is velocity (v), where we have to provide the direction as well as the magnitude.
A scalar is a quantity that can be defined by a numerical value alone. Vectors, on the other hand, must be specified by both: a numerical value as well as a direction.
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Example of vector is velocity (v), where we have to provide the direction as well as the magnitude.
A scalar is a quantity that can be defined by a numerical value alone. Vectors, on the other hand, must be specified by both: a numerical value as well as a direction.
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a vector without giving okkkk
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