A concurrent force system in space composed of 3 forces described as follows P1 has a magnitude of 100 kN and acts through the origin and points x 3, y 4, 2 2. P2 has a magnitude of 60 kN and acts through the origin and points x = 4, y 1, z=-2. P3 has a magnitude of 80 kN and acts through the origin and points x 2, y =-3, z= 3. %D y

Structural Analysis
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Author:KASSIMALI, Aslam.
Publisher:KASSIMALI, Aslam.
Chapter2: Loads On Structures
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A concurrent force system in space is
composed of 3 forces described as follows.
P, has a magnitude of 100 kN and acts
through the origin and points x 3, y = 4,
2= 2. P2 has a magnitude of 60 kN and acts
through the origin and points x = 4, y 1,
2=-2. P3 has a magnitude of 80 kN and acts
through the origin and points x 2, y=-3,
z= 3.
y
(4,1,-2)
(3,4,2)
Pr=100 kN
P60 kN
P3=80 kN
(2,-3,3)
O Which of the following most nearly gives
the x-component of the resultant force.
O Which of the following most nearly gives
the y-component of the resultant force.
O Which of the following most nearly gives
the z-component of the resultant force.
Transcribed Image Text:A concurrent force system in space is composed of 3 forces described as follows. P, has a magnitude of 100 kN and acts through the origin and points x 3, y = 4, 2= 2. P2 has a magnitude of 60 kN and acts through the origin and points x = 4, y 1, 2=-2. P3 has a magnitude of 80 kN and acts through the origin and points x 2, y=-3, z= 3. y (4,1,-2) (3,4,2) Pr=100 kN P60 kN P3=80 kN (2,-3,3) O Which of the following most nearly gives the x-component of the resultant force. O Which of the following most nearly gives the y-component of the resultant force. O Which of the following most nearly gives the z-component of the resultant force.
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