2-In the second part of the experiment, the equilibrium can be realized when the forces are generated by several masses as F = mg. Three different measurements of the angle and the masses are given in the following table for the forces, which are oriented as shown in the left. Using the equilibrium state, find the components of the forces for each measurement. F₂y 0 F₂x +X 0 m₁ (g) m2 (g) m3 (g) 46° 15.628 22.908 16.214 27° 40.569 45.760 19.908 60° 30.768 62.596 54.643

Q: Once we have a complete 2D, free-body diagram, we can write three equilibrium equations. The three…

A: Given: Complete 2D, free body diagram Points A, B and C are on the FBD Required: Equations of…

Q: Analytically solve and find the equilibrium. The given above is its experimental value

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A: The body is said to be in equilibrium when,  1. The summation of all force's acting on         body…

Q: determine the value of the reactions  RA= RFY/RFX=

A:

Q: The force system shown is composed of three forces: A = 35.75 kN, B = 41.83 kN. If β = 56.36°, what…

A:

Q: Force A =? T

A:

Q: A man on the wire singing "Man on a Wire" while practicing for his circus show has reached the…

A: Given data: Force by the man, W=49.55×9.81=486.09 NAngle of the dip, θ=63.2°

Q: d 0- D

A:

Q: Lamis theorem is helpful to find the unknown forces acting at a point for a body in equilibrium.…

A: Lamis theorem  It states that when three forces acting at a point in equilibrium system, then the…

Q: Determine the X and Y components of each of the forces shown in Fig.4.

A: Given: The forces are 500 N, 750 N, 150 N, and 250 N.

Q: A 2 ft 5 3 4 120 ib 4 ft 550 lb · ft |C B -3 ft- 70 lb /34° The structure shown is fixed at A and is…

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Q: A = 400N D= 250N 50° 30° 2 3 C = 200N 300N= B

A:

Q: 2 kN/m

A:

Q: Q2: determine the value of F Which effect with other two forces as shown in Fig. if the Resultant of…

A:

Q: A uniform plank 8 ft long is balanced on a corner If using a horizontal force of 75 lb as shown in…

A: Let's draw free body diagram of 'AB' as shown in figure. Here, W=45 lb

Q: 4. Determine the reactions at A and C

A: To find: The Reaction forces at A and C. Formula used: Trapezoidal distributed load P is P=L2WA+WB…

Q: T. 11 2 2 A F 6 2 в D L

A:

Q: Given F1=151 N, F2=189 N Determine the x component of the moment of reaction at the fixed wall A (in…

A: Given data as per questionforce applied along z axis = 151 NForce applied along y axis = 289 N

Q: Q4/ For equilibrium condition, determine M, and the reaction at O. 150 mm M 150 mm 60° 30° 320 N 160…

A:

Q: Given F1=155 N, F2=187 N Determine the z component of the moment of reaction at the fixed wall A (in…

A:

Q: 300 N 400 N 200 N

A: The Assembly of beams to create a rigid structure is known as a truss. The basic work of a truss is…

Q: Examples 5 Determine the reactions at the supports. 600 N/m 900 N/m In your hand

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Q: The x-components of three vectors are Fx, +350 lbf, and -118 lbf. If they are in equilibrium, what…

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Q: 10N A(2, 3,5) B(3, 1,-2) D(-4,-2.0) C(4,0, 10) In the above, B.C, D are fixed and their coordinates…

A: Find the tension in each cable.

Q: о العنوان solle A/ If you know that the weight of the block C is (1500 N), find the reactions at A…

A: In this problem, we have a block C with a weight of 1500 N. The block is placed on a beam that is…

Q: Determine the required tension in cables AB, AC and AD to hold the 50 ke equilibrium. 2 m, 4 m 2 m 6…

A:

Q: Can someone please help me to solve this problem and show all work. Calculate the reactions at each…

A: Given data:- Overhanging beam To find:- Reaction at the support

Q: Develop a general equation to demonstrate a system that is comprised of 4 forces at equilibrium.…

A: For solution refer below images.

Q: Determine the magnitude of the force PP required to hold the 140-lblb weight in equilibrium

A: GivenW=140lb

Q: For the system to be in equilibrium sum of all horizontal and vertical forces must be equal to zero.…

A: For the system to be in equilibrium sum of all horizontal and vertical forces must be equal to zero.…

Q: Find the value of each of the angles β and α that keep the system of forces in equilibrium

A:

Chemical and Phase Equilibrium

Phase diagrams or equilibrium phase diagrams are the graphical representations that show the phase transformations of the constituting elements with respect to the pressure, temperature, and compositions. The diagrams show the conditions that limit the different phases, namely solid, liquid, and gas. The diagram can also be utilized to verify the relations between the state variables. Most of the phase diagrams are temperature-pressure phase diagrams, with the variable parameter as the composition. Usually other variables such as solubility and pressure parameters are not indicated in the phase diagram. For a one-component system (unary phase diagram), the phase diagram is generally a function of temperature and pressure as the state variables, or temperature and volume. However, for a binary system (two-phase) having two components, the phase diagram is a function of temperature and composition as the state variables only. Coexisting of the different phases of the constituting elements is indicated in the phase diagram. A ternary phase diagram can be characterized by consisting of three phases in equilibrium.