5m 1m Water A wooden beam of specific gravity 0.64 is 150mm x 150mm x 5m is hinged as shown on one side and the other side floats on water. Take note that the location of the center of gravity of the beam (weight) is at the middle of the entire beam while the buoyant force will be located at the center of the beam that is only submerged in water. Determine the: a) the length of the beam "X" that is submerged in water and b) the angle the beam it creates along the horizontal, e (A) x = 2.3m (в) х - 3.0m e = 30 degrees D x = 2.7m E x = 2.0m (F e = 19.47 degrees G e = 25.77 degrees (H e = 21.74 degrees
5m 1m Water A wooden beam of specific gravity 0.64 is 150mm x 150mm x 5m is hinged as shown on one side and the other side floats on water. Take note that the location of the center of gravity of the beam (weight) is at the middle of the entire beam while the buoyant force will be located at the center of the beam that is only submerged in water. Determine the: a) the length of the beam "X" that is submerged in water and b) the angle the beam it creates along the horizontal, e (A) x = 2.3m (в) х - 3.0m e = 30 degrees D x = 2.7m E x = 2.0m (F e = 19.47 degrees G e = 25.77 degrees (H e = 21.74 degrees
Elements Of Electromagnetics
7th Edition
ISBN:9780190698614
Author:Sadiku, Matthew N. O.
Publisher:Sadiku, Matthew N. O.
ChapterMA: Math Assessment
Section: Chapter Questions
Problem 1.1MA
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5m
X
1m
Water
A wooden beam of specific gravity 0.64 is 150mm x 150mm x 5m is hinged as shown on one side and the other side floats on water.
Take note that the location of the center of gravity of the beam (weight) is at the middle of the entire beam while the buoyant
force will be located at the center of the beam that is only submerged in water. Determine the:
a) the length of the beam "X" that is submerged in water and
b) the angle the beam it creates along the horizontal, e
A x = 2.3m
B) x = 3.0m
e = 30 degrees
X = 2.7m
E x = 2.0m
F e = 19.47 degrees
G e = 25.77 degrees
(H) e = 21.74 degrees
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