| ZAO O "l zain IQ 10/10 find the strain( €) in x-axis only. if Poisson ratio=0.25, E= 200 .GPa 14 kN 10 kN 12 kN 15 mm 10 mm 0.000125 0.00025 O 0.00034 0.0001 no one O 20 mm

Q: Q1/ Determine the resulting displacement of pin B. Assume: Al-A2= 900 mm , E1-E2= 100 GPa, al-a2=…

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Q: (1) (2) P A В C 0.45 m 1.30 m The assembly above starts out at 52 degrees celsius. What is the final…

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Q: FORCES, RESULTANT 90° & MOMENT F1 76 DEG 2. The forces shown in A 50 DEG the figure are directed at…

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Q: Determine the minimum magnitude of F for which motion impends if µg = 0.3 а 58.9N c F>0 %3D b 6.00 N…

A: Calculating the minimum magnitude F: F¯=μsNF∵NF=mg=20×9.81=196.2 NF¯=0.3×196.2F¯=58.86 N≃58.9 N

Q: The beam shown in Fig. is made from two boards. Draw the shear stress at (A,B,C,D) to hold the…

A: A simply supported beam subjected to external loading is subjected to shear. Shear force induces…

Q: The 70 16 force is the resultant Rorce of the two forces Pand GQ, as shown in the figure. Detarmine…

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Q: A line was measured with a 30-m steel tape and its measured direction with the use of compass was S…

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Q: 2) If y In (tanx)show that y = 2csc2x =

A: derivative of (ln x) w.r.t x d(ln x)dx= 1x and derivative of tan x w.r.t. x d(tan x)dx= sec2x

Q: Problem 8: Derive equations for the displacement response of an undamped SDF system to a pulse shown…

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Q: Consider the line 3x-6v=-1. Find the equation of the line that is parallel to this line and passes…

A: Slopes of parallel lines are equal. Product of slopes of perpendicular lines are equal to "-1"

Q: Find the value of k so that the value of (2x – 1) dx is 18. 2 А) 5 в) 4 с) 3 D) 2

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Q: Determine normal stress across plane passing through 50 degree to the plane 100 N/mm2

A: To Find :- Normal stress at a plane passing through 50° with 100 N/mm^2

Q: a = 5.1 m, b = 19 kN/m, c = 18 kN. %3D %3D b kN/m c kN DO JE BỊ 4 m 3 m 3 m m CI

A: Double integration method is not used to find reactions. It is used to find slope and deflections.

Q: 180 mm A -280 mm B ND 100 mm C A 188.8 N- D=327 N 13.24° 150 N PROBLEM 4.74 Determine the reactions…

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Q: Problem #3: F1 = 150 + A (N) 0.125 m, 0.3 m - 60° 0.25 m F2 = 200 + C (N) 6. Determine the…

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Q: 5. Determine the v-component of F1. (N) 6. Determine the u-component of F1. (N)

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Q: Q.12 An aluminium bar (E = 70 GPa, µμ = 0.33) of diameter 20 mm is stretched by an axial force P…

A: Given - An aluminium bar, E = 70 GPa,  μ = 0.33  Diameter = 20 mm Due to an axial force diameter…

Q: How will you verify that the working stress sigma is less than or equal to 28 MPa when P is 57.27 N?

A: if all the data are correct then maximum possible value for p is 45.316 N  since if we apply force…

Q: Find all The reactions by slope-deflection method * EI = Const + #B 2 m 2m 0.002 rad

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Q: The Resultant of the concurrent force shown in the fig, is (300 N) pointing up along the y- .axis,…

A: As R=Ry=300NRx=0so,∑ Fx=0Fx=-500+Fcosθ+240cos30=0Fcosθ=292.153.......1

Q: How are passengers and their belongings safeguarded during vehicle transfers?

A: To explain the how the passengers and their belongings are safeguarded during vehicle transfers.

Q: A cantilever beam, having a length of 6.5 m, carries a uniformly distributed dead load of 10 kN/m,…

A: CALCULATIONS of deflection at free end of cantilever

Q: Determine the stress of the tension steel. 200 60 20mm 450 32mm 60 111.43 11.143 12.38 100.29

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Q: 18 - At point O in the figure F1 = 19i + 24j F2 = -13i + 17j F3 = -15i - 8j F4 = -37i - 11j…

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Q: Solve problem 4.33.

A: Detailed step by step solution is given below, still if you have any query please feel free to…

Q: Example 2: giveny(x, t) = 4sin3x cos2t , find 2 and 2 ду %3D ax at

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Q: 1. A 100- m steel tape is used to measure the distance of the line and found to be 1, 539.28 m long.…

A: A 100 m steel tape is used to measure distance of line with following condition given above and it…

Q: a. the polar axis. b. the line 0 2 c. the pole. %3D 7. r = sin 0 8. r = cos 0

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Q: Find the spring force if EI= 2*108 kN.cm² and the Flexibility of the spring P = 0.125 cm/kN. 2kN/m a…

A: Given a beam 'a b c' as shown in figure with EI = 2 × 108 KN- cm2  Flexibility of spring = 0.125…

Q: 200 mm 30 mm -25 mm V В 250 mm 30 mm 125 mm If calculating the shear stress at point B, what is the…

A: Step 1

Q: Q1/ Determine the resulting displacement of pin B. Assume: A1=A2= 900 mm2 , E1=E2= 100 GPa , a1=a2=…

A: Given:-A1=A2=900mm2E1=E2=100GPaα1=α2=12*10-6/0C△T=25 degree Celciush = 1000mmθ=650To…

Q: 5.

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Q: Determine the support reaction at D using Conjugate Beam Method. Indicate the negative sign if the…

A: Real Beam : At equilibrium : ∑Fy=0 RC+RD=5×12+12×12×36=60+216RC+RD=276 KN ∑MD=0…

Q: 4. Analyze the truss completely by method of JOINTS. Make a summary of your answers by creating a…

A: Method of joints: The method of joints is one of the methods which is used to solve the unknown…

Q: (5) Determine the components of reaction at the fixed support A. The 400 N, 500 N, and 600 N forces…

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Q: Q1/ Determine the resulting displacement of pin B. Assume: A1=A2= 900 mm2 , E1=E2= 100 GPa , a1=a2=…

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System of Forces

A force is an external influence or agent that changes the state of a system. According to Newton's second law, the force applied to a body is proportional to the change in momentum of a body. Hence, whenever a force is applied to a body, its momentum changes. If the body is at rest, under the action of force, its state of rest changes to motion. In other words, the magnitude of the momentum of the body changes from zero to a measurable value. Similarly, if the body possesses some initial velocity, it has some associated momentum, the effect of force can cause the body to halt or come to rest, that is, the momentum reduces to zero.