Question

The relation between the vectors X-(1,-1, 1), X2=(2,1,1). X3 = (3,0, 2)
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Answer 1

Answer:

sorry I didn't understand the question

Answer 2

The relation between the vectors X₁, X₂, and X₃ is "X₃- X₁ = X₂".

• It is given in the question that;

1. Vector X₁ is (1, -1, 1), i.e. i - j + k
2. Vector X₂ is (2, 1, 1), i.e. 2i + j +k
3. Vector X₃ is (3, 0, 2), i.e. 3i + 2k

• By simple evaluation, we can see that the relationship between the three vectors is X₃- X₁ = X₂.
• To prove the above-given equation, we have to simplify the equation. Thus,  L.H.S = (3i + 2k) - (i - j + k) = 2i + j + k = X₂
• As a consequence, L.H.S is equal to the R.H.S.