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Daily Archives: May 5, 2011
dot or scalar product of two unit vectors
Last time I have written about the properties of unit vectors that is: Dot product of unit vectors : i.i=1 j.j=1 k.k=1 i.j=j.k=k.i=0 Do you know how the above results come? If your answer is no, then let us discuss … Continue reading
Posted in Electromagnetism
Tagged dot product of two unit vectors, scalar product of two unit vectors, why dot product of different unit vectors is zero, why dot product of same unit vectors is unity, why scalar product of same unit vectors is unity, why scalar product of same unit vectors is zero
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Coordinate systems
Coordinate system is used to represent any point, say P(x, y, z ) in space. There are many methods by which this can be done, but there are three simple methods, which we will discuss in this article. Types of … Continue reading
Posted in Electromagnetism
Tagged cartesian coordinate systems, coordinate systems, coordinate systems definition, cross product of unit vectors, definition cartesian coordinate systems, definition coordinate systems, definition position vector, definition rectangular coordinate systems, definition unit vectors, Dot product of unit vectors, how cross or vector product of unit vectors is done?, how dot or scalar product of unit vectors is done?, position vector, properties of unit vectors, rectangular coordinate systems, scalar product of unit vectors, types of coordinate systems, vector product of unit vectors, what are unit vectors
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