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1.Hello! I have a test tomorrow, and the questions and material will be about these topics. I am looking for ...

ng for step by step solutions and clear and detailed solutions to the problems.
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4.This is Electromagnetism course , from book Griffiths there are 2 problems of my home work... And this is the ...

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6.Scenario: A chair with a mass of 20.0 kg is attached to one end of a frictionless pulley system via a ...

a strong massless rope. The other end of the rope is attached to a steel water tank sitting on a flat horizontal concrete surface (see the image to the right). The coefficient of static friction between steel and concrete is 0.45 and the coefficient of kinetic friction between the surfaces is 0.30. The water tank, which is full of water, has sprung a leak. The combined mass of the water and the tank is 500 kg. This mass slowly decreases as the water leaks from the hole. You (i.e. your entire mass) are sitting at rest in the seat. You and the seat will remain at rest as long as the force of static friction is strong enough to hold you. Task: LET [DOWN] and [RIGHT] be positive. Using your knowledge of physics, determine the following: Draw the FBD of the system of you and the chair while at rest. Using the LET statement above, write out the net force equation. [2] Draw the FBD of the system of the water tank at rest on the flat horizontal surface. Using the LET statement above, write out the net force equations for both the vertical and horizontal planes. [3] Using the net force equations, determine the minimum mass of water that must be lost (i.e. leaked out) from the water tank in order for you and the seat to begin falling? [4] As soon as the chair begins to move, static friction between the steel tank and concrete surface becomes kinetic friction. Determine the magnitude of the kinetic friction. [3] Using Newton’s 2nd law, determine the acceleration of the system at the instant that the static friction becomes kinetic friction. [6]
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Trusses

 

Trusses are rigid structures composed of several straight members pin joined to each other. These are a series of triangular structures lying on the same plane. It can sustain static and dynamic load, without any relative motion or strength failure. It contains one end hinged and other end roller supported. Trusses are foundational members for building bridges, roofs and towers.

 

Trusses Sample Questions:

 

Question 1: A three dimensional arrangement of members to withstand high load at a very long span is

 

a) Plane truss              b) Rigid truss


c) Space truss             d) Cantilever truss

 

Answer: c) Space truss  

Explanation: Space trusses are three

 

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Question 2: Which of the following is true in the context of solving truss by method of section?

 

a) A section can cut any number of members with maximum 3 unknown forces in members.           

 b) A section can cut any number of members with a maximum 4 unknown forces in members.

c) A section can cut any number of members with a maximum of 5 unknown forces in members.

d) All of the above


Answer: a) A section can cut any number of members with maximum 3 unknown forces in members. 

Explanation: Solving a truss problem by method of section, a section can cut any member

 

 

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Question 3: For cantilever truss, governing equation is 

 

a) m = 2j + 4               b) m = 2j - 1


c) m = 2j + 1               d) m = 2j - 4


Answer: d) m = 2j - 4

Explanation: The cantilever truss is governed by the equation m = 2j - 4

 

 

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Question 4: The governing equation for rigid or collapsible truss is 

 

a) m < 2j - 3             b) m < 2j - 2


c) m < 2j - 1             d) m < 2j - 4    


Answer: a) m < 2j - 3

Explanation: Rigid or collapsible truss is governed

 

 

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Question 5: Which of the following assumptions made in the truss analysis is false?

 

a) The truss is loaded and supported only at its joints.            b) Truss can be considered a coplanar force system.


c) The forces in the members of the truss are purely axial.    d) None of these

 

Answer: d) None of these

Explanation: Trusses are only loaded and pin supported at its joints.

 

 

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Question 6: A truss is subjected to a vertical force of 120 N at joint B as shown in the figure. The length of each member is 1m. The magnitude of force in the member BD is

 

truss is subjected to a vertical force of 120 N at joint B


 

a) 20 N           b) 10 N    

     
c) 0 N             d) 12 N


Answer: c) 0 N   

Explanation:  The members AD and BD are Collinear, therefore the force

 

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Question 7: For the pin joint truss, find the axial force in the member 2-5.

 

pin joint truss

 

a) zero                  b) one

 
c) infinite             d) none of these 

 

Answer: a) zero  

Explanation: If at a joint, three members or three forces act

 

 

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Question 8: Truss problems can be solved using _________.

 

a) Method of joints                b) Method of sections


c) Both (a) and (b)                d) None of these

 

Answer: c) Both (a) and (b)

Explanation: Truss problems are solved using two methods

 

 

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Question 9: The governing equation of perfect truss is 

 

a) m = 2j - 3              c) m > 2j - 3


b) m < 2j - 3              d) m > 3j - 2

 

Answer: a) m = 2j - 3

Explanation: The governing equation of perfect truss, m = 2j - 3

 

 

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Question 10: The method of _________ is a technique in which the force equilibrium is checked at respectable joints of the truss system.

 

a) section                            b) joints


c) both (a) and (b)               d) none of these

 

Answer: b) joints

Explanation: In the method of joints, the 

 

 

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