If the position vector of A and B are 3
−→a − 7
−→b − 7
−→c and 5
−→a + 4
−→b + 3−→c , nd −→AB
and determine its magnitude and direction cosines.
"\\overrightarrow{AB}=(2,11,10)"
"|\\overrightarrow{AB}|=\\sqrt{2^2+11^2+10^2}=15"
Direction cosines are "\\bigg(\\dfrac{2}{15}, \\dfrac{11}{15}, \\dfrac{2}{3}\\bigg)."
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