1. (i) The members of a truss are pin connected at joint O. Determine the magnitudes of F, and F, for equilibrium. Set 0 = 60°. Answer: F, = 9.45 kN ; F, = 3.49 kN (ii) The members of a truss are pin connected at joint O. Determine the magnitudes of F, and its angle 0 for equilibrium. Set F, = 6kN. 5 kN 30 7 kN Answer: 0 = 15.36° ; F, = 4.91 kN

College Physics
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Chapter1: Units, Trigonometry. And Vectors
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ull CELCOM Stay S... ? 5:59 PM
@ O 29% O
( Back Tutorial 4 Questions.docx
1. (i) The members of a truss are pin connected at joint O.
Determine the magnitudes of F, and F, for equilibrium. Set
0 = 60°.
Answer: F, = 9.45 kN ; F, = 3.49 kN
(ii) The members of a truss are pin connected at joint O.
Determine the magnitudes of F, and its angle 0 for
equilibrium. Set F, = 6kN.
5 kN
60
30°/
7 kN
Answer: 0 = 15.36° ; F, = 4.91 kN
2. The lift sling is used to hoist a container having a mass of
500 kg. Determine the force in each of the cables AB and
AC as a function of 0. If the maximum tension allowed in
each cable is 5 kN, determine the shortest lengths of cables
AB and AC that can be used for the lift. The center of
gravity of the container is located at G.
C
-2.0 m
2.0 m
•G
Answer: FAc = FAB = F = {2.45 / cos 0} kN ; L = 2.29m
Transcribed Image Text:ull CELCOM Stay S... ? 5:59 PM @ O 29% O ( Back Tutorial 4 Questions.docx 1. (i) The members of a truss are pin connected at joint O. Determine the magnitudes of F, and F, for equilibrium. Set 0 = 60°. Answer: F, = 9.45 kN ; F, = 3.49 kN (ii) The members of a truss are pin connected at joint O. Determine the magnitudes of F, and its angle 0 for equilibrium. Set F, = 6kN. 5 kN 60 30°/ 7 kN Answer: 0 = 15.36° ; F, = 4.91 kN 2. The lift sling is used to hoist a container having a mass of 500 kg. Determine the force in each of the cables AB and AC as a function of 0. If the maximum tension allowed in each cable is 5 kN, determine the shortest lengths of cables AB and AC that can be used for the lift. The center of gravity of the container is located at G. C -2.0 m 2.0 m •G Answer: FAc = FAB = F = {2.45 / cos 0} kN ; L = 2.29m
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