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University Physics Volume 1
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ISBN:9781938168277
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Publisher:William Moebs, Samuel J. Ling, Jeff Sanny
Chapter2: Vectors
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Physics
Your dog is running around the grass in your back yard. He undergoes successive displacements 3.61 m south, 8.41 m
northeast, and 13.1 m west. What is the resultant displacement?
Step 1
On a morning after a raccoon has wandered through the back yard, your faithful dog is running around with his nose
down, excitedly tracking back and forth on the ground. He will end up somewhat northwest of his starting point.
Step 2
We use the unit-vector addition method. It is just as easy to add three displacements as to add two.
Step 3
Take the direction east to be along the positive x axis with a unit vector of +1. Pay attention to negative signs and
measure angles counterclockwise from the east (positive x axis). The three displacements can be written as:
j) m
ď₁ = ({
d₂=
and
10
=
= (
COS
im+
i) m.
i m+ (8.41 m sin
jm
°)j m
Transcribed Image Text:Physics Your dog is running around the grass in your back yard. He undergoes successive displacements 3.61 m south, 8.41 m northeast, and 13.1 m west. What is the resultant displacement? Step 1 On a morning after a raccoon has wandered through the back yard, your faithful dog is running around with his nose down, excitedly tracking back and forth on the ground. He will end up somewhat northwest of his starting point. Step 2 We use the unit-vector addition method. It is just as easy to add three displacements as to add two. Step 3 Take the direction east to be along the positive x axis with a unit vector of +1. Pay attention to negative signs and measure angles counterclockwise from the east (positive x axis). The three displacements can be written as: j) m ď₁ = ({ d₂= and 10 = = ( COS im+ i) m. i m+ (8.41 m sin jm °)j m
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