Take your initial position to be the origin (i.e., the point at which your position vector...

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Take your initial position to be the origin (i.e., the point at which your position vector is (0, 0)). You then walk 3 m to the west, from there you walk 4 m north, then finally you walk 5 m at 30 north of east. What is your final position vector? Hint: It's often useful to use cardinal directions to specify the orientation of a vector. Typically this means that east will be the direction of the +x-axis, north will be the direction of the +y-axis, west will be the direction of the -x-axis, and south will be the direction of the -y-axis. In this particular case, 30 north of east means 30 above the +x-axis. O (1.33 m, 6.50 m) O (-0.50 m, 8.33 m) O (0.33 m, 5.50 m) O (-8.33 m, 0.50 m) Take your initial position to be the origin (i.e., the point at which your position vector is (0, 0)). You then walk 3 m to the west, from there you walk 4 m north, then finally you walk 5 m at 30 north of east. What is your final position vector? Hint: It's often useful to use cardinal directions to specify the orientation of a vector. Typically this means that east will be the direction of the +x-axis, north will be the direction of the +y-axis, west will be the direction of the -x-axis, and south will be the direction of the -y-axis. In this particular case, 30 north of east means 30 above the +x-axis. O (1.33 m, 6.50 m) O (-0.50 m, 8.33 m) O (0.33 m, 5.50 m) O (-8.33 m, 0.50 m)

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The question asks us to find the final position vector after a series of movements from the origin i... View the full answer