Prove that the three vectors 6i +2j+4k, i +5j-4k and 2î – 2j-2k are at right angles to one another
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let,
A=6i+2j+4k, B=i+5j-4k, C=2i-2j-2k
A.B=6+10-16
=0
therefore A and B are in right angle
B.C=2-10+8
=0
therefore B and C are in right angle
therefore we can say that A,B and C are at right angles to one another
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