Question 3 Calculate the percent difference between the magnitudes calculated from any one of the graphical methods used in question 1 and the component method used in question 2. Submit a photograph of your solution and box your final answer.

Advanced Engineering Mathematics
10th Edition
ISBN:9780470458365
Author:Erwin Kreyszig
Publisher:Erwin Kreyszig
Chapter2: Second-order Linear Odes
Section: Chapter Questions
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Question 3
Calculate the percent difference between
the magnitudes calculated from any one of
the graphical methods used in question 1
and the component method used in
question 2.
Submit a photograph of your solution and
box your final answer.
Note: The percent difference indicates how
close a value is to another value. The formula
for the percent difference is shown bellow.
FORMULA FOR PERCENT DIFFERENCE:
•..
|V – V
(Vị + V½)
x 100
Where V1 = Value 1
V2= Value 2
Transcribed Image Text:Question 3 Calculate the percent difference between the magnitudes calculated from any one of the graphical methods used in question 1 and the component method used in question 2. Submit a photograph of your solution and box your final answer. Note: The percent difference indicates how close a value is to another value. The formula for the percent difference is shown bellow. FORMULA FOR PERCENT DIFFERENCE: •.. |V – V (Vị + V½) x 100 Where V1 = Value 1 V2= Value 2
Question 1
A clever adventurer on a treasure hunt
reads the following instructions from his
map: Walk 347 m east of a large acacia
tree, then 764 m at a direction 25º north
of east, then 465 m in a south-west
direction. Because he studied vectors in
college, he uses vector addition using
graphical methods to make his search
easier. According to his graphs, how far
and in what direction should he walk to get
directly to the treasure?
Submit photographs of your figures and
calculations using the following graphical
methods:
a) HEAD-TO-TAIL METHOD
b) PARALLELOGRAM METHOD
Transcribed Image Text:Question 1 A clever adventurer on a treasure hunt reads the following instructions from his map: Walk 347 m east of a large acacia tree, then 764 m at a direction 25º north of east, then 465 m in a south-west direction. Because he studied vectors in college, he uses vector addition using graphical methods to make his search easier. According to his graphs, how far and in what direction should he walk to get directly to the treasure? Submit photographs of your figures and calculations using the following graphical methods: a) HEAD-TO-TAIL METHOD b) PARALLELOGRAM METHOD
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