Asked by amanda
                Rewrite the following vectors in terms of their magnitude and angle (counterclockwise from the +x direction). 
1) A displacement vector with an x component of +9.5 m and a y component of -9.6 m.
magnitude:
2) angle:
3) A velocity vector with an x component of -96 m/s and a y component of +46 m/s.
magnitude:
4) angle:
5) A force vector with a magnitude of 58 lb that is in the third quadrant with an x component whose magnitude is 37 lb.
y component:
6) angle:
            
            
        1) A displacement vector with an x component of +9.5 m and a y component of -9.6 m.
magnitude:
2) angle:
3) A velocity vector with an x component of -96 m/s and a y component of +46 m/s.
magnitude:
4) angle:
5) A force vector with a magnitude of 58 lb that is in the third quadrant with an x component whose magnitude is 37 lb.
y component:
6) angle:
Answers
                    Answered by
            Henry
            
    1. Disp. = X - yi -= 9.5 - 9.6i = 
Sqrt(9.5^2+9.6^2) =
2. Tan A = (-9.6/9.5 = -1.01053.
A = -45.3o,Q4 = 45o S. of E. = 315o CCW.
3. V = -96 + 46i = Sqrt(96^2+46^2) =
4. Tan A = 46/(-96) = -0.47917.
A = -25.6o, Q2 = 25.6o N. of W. = 154.4o CCW.
    
Sqrt(9.5^2+9.6^2) =
2. Tan A = (-9.6/9.5 = -1.01053.
A = -45.3o,Q4 = 45o S. of E. = 315o CCW.
3. V = -96 + 46i = Sqrt(96^2+46^2) =
4. Tan A = 46/(-96) = -0.47917.
A = -25.6o, Q2 = 25.6o N. of W. = 154.4o CCW.
                    Answered by
            Henry
            
    5. X^2 + Y^2 = 58^2.
37^2 + Y^2 = 58^2. Y = ?.
6. Q3, -37 - Yi.
Calculate the angle.
    
37^2 + Y^2 = 58^2. Y = ?.
6. Q3, -37 - Yi.
Calculate the angle.
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