A deliveryman travels 36.0 m north, 28.0 m east, 18.0 m south, then takes an elevator 32.0 m up into a building. What is the magnitude of his displacement (in meters) from his starting point?
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Answer:
46.17 m
Explanation:
Let the unit vectors along
- East = i
- North = j
- Vertically upwards = k
Displacement vector of delivery man can then be written as
D = 36j + 28i - 18j + 32k
= 28i - 18j + 32k
Magnitude of displacement of delivery man is
|D| = √(28² + 18² + 32²) m = 46.17 m
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