ice In the shown triangle, a=27, b-43, and y=105. 1) Define a, b, and c as variables at the Command Window, 2) Using the law of cosines, calculate the length of side "c", (3) Using the law of cosines, calculate the angle "a". 105=r Law of Cosines: c² = a² + b? – 2 * a * b * cos(y) b2 + c2 - a? cos-1

Computer Networking: A Top-Down Approach (7th Edition)
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ISBN:9780133594140
Author:James Kurose, Keith Ross
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Chapter1: Computer Networks And The Internet
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Save and load workspace variables
KUAS
14
Practice
In the shown triangle, a=27, b-43, and y=105.
1) Define a, b, and c as variables at the Command Window,
12) Using the law of cosines, calculate the length of side "c",
(3) Using the law of cosines, calculate the angle "a".
b = 43
105=Y
Law of Cosines:
c2 = a? + b?
- 2 * a * b *
cos(y)
a = 27
b2 +c2 - a,
a = cos
2 * b * c
A MATLAB R2020a - asademis VES
Transcribed Image Text:Save and load workspace variables KUAS 14 Practice In the shown triangle, a=27, b-43, and y=105. 1) Define a, b, and c as variables at the Command Window, 12) Using the law of cosines, calculate the length of side "c", (3) Using the law of cosines, calculate the angle "a". b = 43 105=Y Law of Cosines: c2 = a? + b? - 2 * a * b * cos(y) a = 27 b2 +c2 - a, a = cos 2 * b * c A MATLAB R2020a - asademis VES
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