Two vectors A and B are added. Prove that the magnitude of the resultant vector cannot be greater than (A
+ B) and smaller than (A - B) or (B - A).
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Answer:
let there bhi a resultant vector c
Explanation:
if tail of b coincidence with head of a then c= a + b.
the least possible value of c will be in every case a-b and max will be a+b
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