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Q) Let 𝛉 be the angle between two-unit vectors 𝐚 Μ‚ 𝐚𝐧𝐝 𝐛 Μ‚ 𝐬𝐒𝐧𝛉=πŸ‘/πŸ“. Then, 𝐚 Μ‚ .𝐛 Μ‚
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Let 𝐚 βƒ— 𝐚𝐧𝐝 𝐛 βƒ— be two non-zero vectors. Prove that |𝐚 βƒ—×𝐛 βƒ— |≀|𝐚 βƒ— |. |𝐛 βƒ— |
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Q) Unit vector along (𝐏𝐐) βƒ— where coordinates of P and Q are (2, 1, -1) and (4, 4, -7) is
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Let 𝐚 βƒ— be any vector such that |𝐚 βƒ— |=𝐚. The |𝐚 βƒ—×𝐒 βƒ— |^𝟐+|𝐚 βƒ—×𝐣 βƒ— |^𝟐+|𝐚 βƒ—×𝐀 βƒ— |^𝟐
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