7. Prove that vectors Ā=i +2j+3K and B = 2i-j - are perpendicular to each other.
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Answer:
Solution
We have
a=i+2j−3k
b=3i−j+2k
∴a+b=4i+j−k
a−b=−2i+3j−5k
Then
(a+b).(a−b)=−8+3+5=0
Hence,
∴(a+b)⊥(a−b)
Proved.
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