Question

400 E LBE ? 150 400 G 900 H 150 F 41° B 100 E D 175 C 175 930 800 ? 150 A 200 200 I Dimensions in millimeters The figure shown above is used for handicapped persons during a therapeutic treatment. A load of 930N is applied to the seat. Determine the following: a. Consider the $\theta$, solve for the length of $L_{BE}$ and $L_{BA}$ (meters) b. Solve for the value of angles $\alpha$ and $\phi$ c. Solve for the force of: 1. Member FG 2. Pin H 3.Cylinder BA

          400
E
LBE
?
150
400
G
900
H
150
F
41°
B
100
E
D
175
C
175
930
800
?
150
A
200
200
I
Dimensions in millimeters
The figure shown above is used for handicapped persons during a therapeutic treatment. A load
of 930N is applied to the seat. Determine the following:
a. Consider the $\theta$, solve for the length of $L_{BE}$ and $L_{BA}$ (meters)
b. Solve for the value of angles $\alpha$ and $\phi$
c. Solve for the force of:
1. Member FG
2. Pin H
3.Cylinder BA

400
E
LBE
?
150
400
G
900
H
150
F
41°
B
100
E
D
175
C
175
930
800
?
150
A
200
200
I
Dimensions in millimeters
The figure shown above is used for handicapped persons during a therapeutic treatment. A load
of 930N is applied to the seat. Determine the following:
a. Consider the θ, solve for the length of LBE and LBA (meters)
b. Solve for the value of angles α and ϕ
c. Solve for the force of:
1. Member FG
2. Pin H
3.Cylinder BA

Added by Kevin H.

University Physics with Modern Physics

Hugh D. Young 14th Edition

Instant Answer

Solved by Expert Darshan Maheshwari

Step 1

To solve for the length of LBe and LBA, we need to use the given dimensions in millimeters and convert them to meters. Given: 400 mm = 0.4 m 50 mm = 0.05 m 900 mm = 0.9 m 400 mm = 0.4 m 150 mm = 0.15 m 410 mm = 0.41 m From the figure, we can see that LBe is the Show more…

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400 50 E B LBE a G 900 H 400 150 F 410 E a. B 100 175 c 175 930 150 800 200 Dimensions in millimeters The figure shown above is used for handicapped persons during a therapeutic treatment. A load of 930N is applied to the seat. Determine the following: a. Consider the solve for the length of LBe and LBA (meters). b. Solve for the value of angles a and c. Solve for the force of: 1. Member FG 2. Pin H 3. Cylinder BA