Determine the magnitude and angle of vector r in the Cartesian plane. (Angle is taken from the positive x-axis counter-clockwise.) u→ = [−1 2], v→ = [3 −1], r→ = 2u→ − v→ Magnitude = 5.83, Angle = 2.60 radians Magnitude = 5.83, Angle = 0.54 radians Magnitude = 7.07, Angle = π/4 radians Magnitude = 7.07, Angle = 3π/4 radians

Determine the magnitude and angle of vector r in the Cartesian plane. (Angle is taken from the positive x-axis counter-clockwise.) u→ = [−1 2], v→ = [3 −1], r→ = 2u→ − v→ Magnitude = 5.83, Angle = 2.60 radians Magnitude = 5.83, Angle = 0.54 radians Magnitude = 7.07, Angle = π/4 radians Magnitude = 7.07, Angle = 3π/4 radians

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Determine the magnitude and angle of vector r in the Cartesian plane. (Angle is taken from the positive x -axis counter-clockwise.)
u = [ 1 2 ] , v = [ 3 1 ] , r = 2 u v
Magnitude = 5.83 , Angle = 2.60 radians Magnitude = 5.83 , Angle = 0.54 radians Magnitude = 7.07 , Angle = π / 4 radians Magnitude = 7.07 , Angle = 3 π / 4 radians

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