define scalar product and state characteristics of scalar product
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SCALAR PRODUCT OR DOT PRODUCT OF TWO VECTORS.
If the product of two vectors is a SCALAR, then it is called SCALAR product . If A and B are two vectors, then their SCALAR product is written as A Vector .B vector and read as A vector dot B vector. Hence SCALAR product is also called dot product. This is also rendered as inner or direct product.
The SCALAR product of two vectors is a SCALAR which is equal to the product of magnitude of the two vectors and the cousin and angle between them.
SCALAR PRODUCT OR DOT PRODUCT OF TWO VECTORS.
If the product of two vectors is a SCALAR, then it is called SCALAR product . If A and B are two vectors, then their SCALAR product is written as A Vector .B vector and read as A vector dot B vector. Hence SCALAR product is also called dot product. This is also rendered as inner or direct product.
The SCALAR product of two vectors is a SCALAR which is equal to the product of magnitude of the two vectors and the cousin and angle between them.
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SCALAR PRODUCT OR DOT PRODUCT OF TWO VECTORS. If the product of two vectors is a SCALAR, then it is called SCALAR product . ... This is also rendered as inner or direct product. The SCALAR product of two vectors is a SCALAR which is equal to the product of magnitude of the two vectors and the cousin and angle between them.
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