13 KN 82 KN/m 3.885 m 3.885 m A 7.77 m 6.39 m

Q: If A = 3i + 4j and B=7i + 24 j, the vector having the same magnitude as B and parallel to A is (b)…

A: Given, Vector A = A → = 3 i^ + 4 j^ Vector B = B → = 7 i^ + 24 j^   We are supposed to find the…

Q: Example 10: Determine the resultant of the tensions of the wires shown in figure below. n' 12b 18b 3…

A: Consider below figure for calculation: From the figure, F1 = 18 lbF2 = 17 lbF3 = 12 lbOA ⇀ = ( 2 ,…

Q: For the vectors A = 8.0m South and B = 15.0 m, 30° E of N, use the method of components to find the…

A:

Q: T=10 kN and Theta = 50 Degree The value of the component of F2 on x (F2X) is Select one: O'a. 10 KN…

A: Given data    T=10KN     θ=50 degrees  To determine: The value of the component      F2 on x  F2X…

Q: Find the magnitudes of F2 component along the u axes

A: Given: The force, F1 = 500 N The force, F2 = 300 N

Q: У - ахis F4 Fs X- axis F1 X- axis y - axis F2 Figure (1) Figure (2) 250 N 36.87 F2 D 60°! 0.5 m B. 1…

A: Mechanical Equilibrium: A body is said to be in mechanical equilibrium if it satisfies the following…

Q: Determine the magnitude of A-B A= 10i+3k+7k, B=6i+5k

A: Determine the magnitude of A-B A= 10i+3k+7k, B=6i+5k To  find out magnitude of A-B

Q: Determine the following: 1. The position vector of point B with respect to point A: rBA = ( i + j +…

A:

Q: Example 10: Determine the resultant of the tensions of the wires shown in figure below. n' 12b 18tb…

A: Solution:

Q: F1 E F A D В F2

A:

Q: [Q3] For the system shown below, a=1.2 m, Pl=1750 N and P2=2150 N. Find moment about DB. D B A a p2…

A:

Q: Use Lecture 3 to show that function u defined by u(x,t)= e" sin x is the unique solution of 1 du = 0…

A:

Q: R1 100 R2 ww R3 2002 D R4 www 1002 1092 R5 R6 100

A: Given

Q: The force system acting on the machine part is equivalent to the single force R = 475 i + 50 j…

A: We know that Resultant vector has components of forces in x and y direction.  Therefore sum of…

Q: Perform the operation g(t)=2t+5 f(t)= 2t+5 find: (g+f)(t)

A:

Q: Problem 1 Show that if the following problem has a solution it is unique -k = f in (0,L)× (0,T), (1)…

A:

Q: Figure Q2[a] shows a shaft supported by three smooth journal bearings at A, B, and C. Given: F,-923…

A:

Q: [Q3] For the system shown below, a=1.2 m, P1=1750 N and P2=2150 N. Find moment about DB. D C B A a…

A:

Q: A rod of mass M and length Lis nonuniform such that its mass per unit length varies with x according…

A:

Q: A particle at rest is subjected to three forces as shown in the figure below. F₁ = 300N and F₂ =…

A:

Q: magnitude of the momenr done by the force about the "z-axis" in the following figure

A:

Q: For the beam shown determine the slope and deflection equations for 0<x< L using the…

A:

Q: Let a = 3.90 m. 3. Determine the z component of the unit vector pointing from C to F. 10 m- y F 30°

A:

Q: In circular motion O vr=0 vr=v theta vr=-v theta ar=0

A: find the radial velocity for circular motion.

Q: A vertical pole has a horizontal board attached to it by a bracket. A cable is connected to the top…

A:

Q: Find the values of r so that the function y = ex is a solution of the CODE y" - 7y' + 10y = 0

A:

Q: Given the figure, AB=5m, BC=8m and AG=7m and pt 0 is origin. Determine the following: • What is the…

A:

Q: Vectors A, B and C are defined as follows: A = 2i + 8.7j – 4.3k; B = 2.5i – 4.2j + 3.3k; C = 1.8i +…

A:

Q: Volye y(t) y (u) = 3v + 8 vz S + 25 +5

A: “Since you have posted multiple questions, we will provide the solution only to the first question…

Q: The figure below shows the positions of the Centers of mass of the three disks on a rotating shaft.…

A:

Q: AD Which following one is WRONG?

A: here from the defination of the moment we can say that, MAB = e^AB . MA    here , e^AB is unit…

Q: Question 5 F1 = 800 N A 2m Determine total moment on point A 5m 3m F2 = 2000 N %3D

A:

Free undamped vibrations

Whenever an object/system displaces in either side of its equilibrium position with the help of an external/internal means, then the object/system moves regularly or randomly on both sides of its equilibrium position. This motion is called vibration. Generally, there are three types of vibration: longitudinal vibration, transverse vibration, and torsional vibration.