PHY 2171 – Lab 2 Worksheet Name: Access ID: Step 5 Vector Magnitude 1560 T Ū V W 13 12 11 12 13 Direction +30° from +x axis -60° from -x axis +15° from -x axis -15° from -y axis +70° from -y axis Calculations of x- and y-components: x-component y-component

Principles of Physics: A Calculus-Based Text
5th Edition
ISBN:9781133104261
Author:Raymond A. Serway, John W. Jewett
Publisher:Raymond A. Serway, John W. Jewett
Chapter1: Introduction And Vectors
Section: Chapter Questions
Problem 50P: Consider the three displacement vectors A=(3i3j)m, B=(i4j)m, and C=(2i+5j)m. Use the component...
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PHY 2171 - Lab 2 Worksheet
Name:
Access ID:
Step 5
Vector Magnitude
Š
T
Ū
V
W
13
12
11
12
13
Direction
+30° from +x axis
-60° from -x axis
+15° from -x axis
-15° from -y axis
+70° from -y axis
Calculations of x- and y-components:
x-component
y-component
Transcribed Image Text:PHY 2171 - Lab 2 Worksheet Name: Access ID: Step 5 Vector Magnitude Š T Ū V W 13 12 11 12 13 Direction +30° from +x axis -60° from -x axis +15° from -x axis -15° from -y axis +70° from -y axis Calculations of x- and y-components: x-component y-component
Step 10
Scenario 1 calculations:
Scenario 1, vector 3 x-component:
Scenario 1, vector 3 magnitude:
Scenario 2 calculations:
y-component:
direction:
Transcribed Image Text:Step 10 Scenario 1 calculations: Scenario 1, vector 3 x-component: Scenario 1, vector 3 magnitude: Scenario 2 calculations: y-component: direction:
Expert Solution
Step 1

The following problem involves the understanding of basic vector calculations. The x-component and y-component together forms the resultant vector with an included angle.

For a vector A in the 1st quadrant in the coordinate axes making an angle θ with the +x-axis, the components are

x-component = Acosθ

y-component = Asinθ

 

Now for the above,

1. For Vector S

x-component = 13cos30 = 11.25

y-component = 13sin30 = 6.5

 

2. For Vector T

x-component = 12cos(180-60) = -6

y-component = 12sin(180-60) = 10.39

 

3. For Vector U

x-component = 11cos(180+15) = -10.62

y-component = 11sin(180+15) = -2.84

 

4. For Vector V

x-component = 12cos(270-15) = -3.10

y-component = 12sin(270-15) = -11.59

 

5. For Vector W

x-component = 13cos(270+70) = 12.21

y-component = 13sin(270+70) = -4.44

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