Using a ruler and a protractor draw a vector of 12 m/s oriented at 200. a)...

  

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Using a ruler and a protractor draw a vector of 12 m/s oriented at 200º. a) Use a scale of 1 cm=3 m/s. Angles are measured counterclockwise from the positive x axes (0°). b) Clearly draw the components and measure them: x-component- y-component= cm cm= m/s m/s Calculate the components and compare to the measured ones. c) Show how you add this vector with another vector of 20 m/s magnitude oriented at 45⁰. Use both the head to tail and theoretical method and compare the results of these two methods. Using a ruler and a protractor draw a vector of 12 m/s oriented at 200º. a) Use a scale of 1 cm=3 m/s. Angles are measured counterclockwise from the positive x axes (0°). b) Clearly draw the components and measure them: x-component- y-component= cm cm= m/s m/s Calculate the components and compare to the measured ones. c) Show how you add this vector with another vector of 20 m/s magnitude oriented at 45⁰. Use both the head to tail and theoretical method and compare the results of these two methods.