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(Solved): proj(Vector Projection) Given \( \vec{u}=8 i+6 j-10 k, \perp \operatorname{proj} \frac{\vec{u}}{v}= ...




Given \( \vec{u}=8 i+6 j-10 k, \perp \operatorname{proj} \frac{\vec{u}}{v}=4 i+2 j-6 k \). If \( \|\vec{v}\|=\sqrt{12} \). Fi

proj(Vector Projection)

Given \( \vec{u}=8 i+6 j-10 k, \perp \) proj \( \frac{\vec{v}}{v}=4 i+2 j-6 k \). If \( \|\vec{v}\|=\sqrt{12} \). Find proj \
Given \( \vec{u}=8 i+6 j-10 k, \perp \operatorname{proj} \frac{\vec{u}}{v}=4 i+2 j-6 k \). If \( \|\vec{v}\|=\sqrt{12} \). Find proj \( j \frac{\vec{u}}{v} \) and \( \vec{v} \). Given \( \vec{u}=8 i+6 j-10 k, \perp \) proj \( \frac{\vec{v}}{v}=4 i+2 j-6 k \). If \( \|\vec{v}\|=\sqrt{12} \). Find proj \( j \frac{\vec{u}}{v} \) and \( \vec{v} \).


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solution: u=8i+6
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