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Using properties of scalar triple product, prove that [a¯ b¯ b¯ c¯ c¯ a¯]=2[a¯ b¯ c¯]. - Mathematics and Statistics | Shaalaa.com

Use the scalar triple product to determine whether the points A (1, 3, 2), B (3, -1, 6), C (5, 2, 0) , and D (3, 6, -4) lie in the same plane. | Numerade

Vectors | Concept Visualised | Vector Triple Product | JEE | Arjun Sir

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Saransh Gupta on Instagram: "To secure good marks in JEE Maths excrucial to focus on key chapters and concepts. Here's a strategy breakdown: 1. Vectors Very important and highly scoring with 2–3 questions. Focus on vector addition, dot/cross product, scalar triple product, and geometric applications. 2. Binomial Theorem Usually 1–2 questions. Key areas: general term, middle term, binomial expansion for any rational index. Short, easy, and predictable. 3. 3-Dimensional Geometry A major scoring ch