Question
Let a , b , ( a b ) be unit vectors. What is ( a b ) equal to?
Let a , b , ( a b ) be unit vectors. What is ( a b ) equal to?
A. 0
Given | a | = 1, | b | = 1, and | a b | = 1. Using Lagrange's identity, | a b |^2 + ( a b )^2 = | a |^2 | b |^2. Substituting the given values, 1^2 + ( a b )^2 = 1^2 1^2. 1 + ( a b )^2 = 1. ( a b )^2 = 0 a b = 0. Answer: 0
Related: Mathematics — Vector Algebra · All PYQ Banks