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Question: 131 changing a vector equation to scalar equations show work...

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1.31 Changing a vector equation to scalar equations. Show work. (Section 2.10.5) Draw three mutually orthogonal unit vectors p, q. r. Use a vector operation (e.g., +, -, *, ., x ) to transform the following vector . equation into one scalar equation and subsequently solve the scalar equation.: (21-1) p 0 x = 2 (b) Show every vector operation (e.g., +, -, *, .. or × ) that transforms the following vector equation into three scalar equations and subsequently solve the scalar equations for r, y, z. Result: toptional: The figure to the right shows three non-zero, non-orthogonal, non-coplanar vectors i,j, k. Show every vector operation that transforms the following vector equation into three uncoupled scalar equations and sub- sequently solve those scalar equations for x, y, z (think x ., not matrix algebra). Result: 2

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