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Find a vector of length √2 which is perpendicular to the plane π = x=4-s+t y = 1+ s-t z = 1+s+t Find a vector perpendicu
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Find a vector of length √2 which is perpendicular to the plane π = x=4-s+t y = 1+ s-t z = 1+s+t Find a vector perpendicu
Find a vector of length √2 which is perpendicular to the plane π = x=4-s+t y = 1+ s-t z = 1+s+t Find a vector perpendicular to the 2-space line: Qx - Ny+ R = 0. Explain how you got your answer.