2) The truss is carrying two masses m (mg=100 N). It is supported by a rope at A and pin support at B. a. Get the internal forces in members AD and AC. Indicate if those members are 0.3 m in tension or compression. b. Give one equilibrium equation from which the cable force at A can be D B computed, then obtain the cable force from that equation. c. If you remove the hanging mass at C but keep the mass at D without solving any new equation give the internal forces in members AD and AC. -0.3 m T0.1 m T0.1 m (c) (a) 6. (b) 2 FAD = FAD = FAC = FAC =
2) The truss is carrying two masses m (mg=100 N). It is supported by a rope at A and pin support at B. a. Get the internal forces in members AD and AC. Indicate if those members are 0.3 m in tension or compression. b. Give one equilibrium equation from which the cable force at A can be D B computed, then obtain the cable force from that equation. c. If you remove the hanging mass at C but keep the mass at D without solving any new equation give the internal forces in members AD and AC. -0.3 m T0.1 m T0.1 m (c) (a) 6. (b) 2 FAD = FAD = FAC = FAC =
Chapter2: Loads On Structures
Section: Chapter Questions
Problem 1P
Related questions
Question
![2) The truss is carrying two masses m (mg=100 N).
It is supported by a rope at A and pin support at B.
a. Get the internal forces in members AD
and AC. Indicate if those members are
0.3 m
in tension or compression.
b. Give one equilibrium equation from
which the cable force at A can be
C
D
В
computed, then obtain the cable force
from that equation.
c. If you remove the hanging mass at C but
keep the mass at D without solving any
new equation give the internal forces in
members AD and AC.
m
m
0.3 m
| 0.1 m 0.1 m
(а)
6.
(b)
2
(c)
FAD =
FAD =
FAC =
FAC =](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2Fb418520d-b5b5-42f9-a913-91b3e60591cf%2F072f9394-bbf0-4159-a9c6-893d679fe5d8%2F8t4rkvh_processed.png&w=3840&q=75)
Transcribed Image Text:2) The truss is carrying two masses m (mg=100 N).
It is supported by a rope at A and pin support at B.
a. Get the internal forces in members AD
and AC. Indicate if those members are
0.3 m
in tension or compression.
b. Give one equilibrium equation from
which the cable force at A can be
C
D
В
computed, then obtain the cable force
from that equation.
c. If you remove the hanging mass at C but
keep the mass at D without solving any
new equation give the internal forces in
members AD and AC.
m
m
0.3 m
| 0.1 m 0.1 m
(а)
6.
(b)
2
(c)
FAD =
FAD =
FAC =
FAC =
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