Question If \( \vec{x} \) and \( \vec{y} \) be two non-zero vectors such that \( |\vec{x}+\vec{y....

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If \(\vec{x}\) and \(\vec{y}\) be two non-zero vectors such that \(|\vec{x}+\vec{y}|=|\vec{x}|\).... If \(\vec{x}\) and \(\vec{y}\) be two non-zero vectors such that \(|\vec{x}+\vec{y}|=|\vec{x}|\)....
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If a⃗ is any non-zero vector, then (a⃗·î) î+(a⃗·ĵ) ĵ+(a⃗·k̂) k̂ equals let a⃗=a_1+b_1+c_1k̂ ... If a⃗ is any non-zero vector, then (a⃗·î) î+(a⃗·ĵ) ĵ+(a⃗·k̂) k̂ equals let a⃗=a_1+b_1+c_1k̂ ...