Algebraic definiton of dot/scalar product and vector product and what do they describe geometrically ?
Dot: scalar product of e*a is the component of a in the direction of the unit vector
also called
inner product: dot
enclosed angle phi
a x b gives the shown area (of the parallelogram spanned by a and b) and is called vector product or
outer product: right hand srew
Explain row and collum vectors.
How is the matrix product defined? Rule of transposition and determinants?
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