Mathematics · Vector Algebra
For all vectors u and v of an inner product space, the Cauchy-Schwarz Inequality is given by:
- 1⟨ u, v ⟩ 2 ≤ ⟨ v, v ⟩
- 2⟨ u, v ⟩ 2 ≤ ⟨ u, u ⟩ ⟨ v, v ⟩✓
- 3⟨ u, v ⟩ 2 ≤ ⟨ u, u ⟩
- 4⟨ u, v ⟩ 2 ≥ ⟨ u, u ⟩ ⟨ v, v ⟩
Correct answer
⟨ u, v ⟩ 2 ≤ ⟨ u, u ⟩ ⟨ v, v ⟩
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