, Solve the foilowing Systen of Linear Gaujs elimintion metod :. by X,-X2 +3X3 =10 2X, +3 X2 +X3 =15 4x, +z メz ーX3 = < An. X, = 1; X2=3;X3=4

Q: 2. Consider the following matrix 10 0 140 A1 = 0 3 A2 = 1 1 1 , A3 = 1 0 -1 3 (a) Find the…

A: Step 1: Step 2: Step 3: Step 4:

Q: Recall the two coupled masses undergoing linear oscillations in Example 8, p.22-25. Solve a simple…

A: For solution refer below images.

Q: ion by graphing. oint (F-16, F+4) is a solution for the system.

A: a k = 6   F =  9 y6≤7x-2                                         -3y&gt;9x--26&gt;0  ⇒y≤42x-12…

Q: Design a four bar linkage to generate the function y=x²-1 for values of x between 1 and 5. Use…

A: To solve this problem, we need to design a four-bar linkage that generates the function  the for…

Q: 3. Find Vg and Vc AO2=30mm B AB=60mm AC=80mm BC=45mm

A:

Q: 10x + 6y + 5z = -7 10x + (16 – k)y +4z = -5 10x + 6y + (9 - k)z = k+ -5

A:

Q: Part (2): Assume a crankshaft is at determined instantons angle and positions as shown Figure.4, 200…

A:

Q: -C-((3/4)*D)))-A)/2 C-((3/1)*D)-A)/2

A: Given, A+2B = 5C-3/4D A= [20 22;4 1;6 1]C= [10 10;5 5 ;2 2]D = [1 1;1 1;1 1]B=…

Q: Solve for the inverse of the given matrix by definition A*A-1 = A-1*A = | 1 7 -5 |A| = |-2 -3 4 8 9.

A:

Q: Find p¹ and matrix R₂.

A: The preceding method entails applying linear algebra techniques to the issue of determining the…

Q: For Numbers 3-5. Solve the Laplace transform of the following using the formula. 3. F(t) = e-2t-5 4.…

A:

Q: Q1: Find the Laplace inverse for the function 8 3 F(s) = %3D 3 s2 + 12 ' s² – 49 -

A: 1.  According to the details provided in the question, we need to calculate inverse laplace

Q: Approximate solution of the initial value problem up to 3rd order using the Taylor series method.…

A:

Q: ) The figure shows a function generator linkagé in which the motioh of rocker 2 corresponds to x and…

A: The figure given in the question demonstrate function which create linkage in which the motion of…

Q: (Minimize) Objective function: w = -2x, + 4x2 – x3 Constraints: Зx, — бх, + 4х; — 30 6x2 2x1 8x2 + 2…

A:

Q: MAX Z = 9X, + 7X2 SUB TO: 2 X1+ 4X2 S 40 Xị + 3X2 < 30 X,, X2 20

A: Given  conditions; objective maximum , Zmax=9X1+7X2. subject to constraint ;  2X1+4X2≤40 X1+3X2≤30…

Q: 3- Find the eigenvalues and eigenvectors of the matrix -4.0 4.0 -1.6 A 1.2

A: To find: The Eigen values and Eigen values of the matrix. Given: The matrix is A=-44-1.61.2. Formula…

Q: Prob The link lengths and the value of 0, for some four Table P4-1.

A: Row Link1 Link2 Link3 Link4 θ2 a 6 2 7 9 30 b 7 9 3 8 85 c 3 10 6 8 45 d 8 5 7 6 25 e…

Q: Problem #2 - Modeling, Mass-Spring System = 10 N/m, m₁ = Two masses are connected by springs in…

A:

Q: LO2: Perform kinematics analysis of different mechanisms. Q.1 Determine velocity of link 4 using…

A: Given r1=10cm=0.10r2=12 cm =0.12 mθ2=60°ω2=500 rpm Find the velocity link 4

Q: Using the method of multiple constrains for solving the issue of mesh incompatibility: adds more…

A: This question is based on the concept of finite element analysis.

Q: 1 Write the real value of the following number which are represented in 2's complement. (1) 1111…

A: Since we only solve one question at once, we will solve the first one. Please submit the question…

Q: Q3:A/ Find the solution to the following linear programming problem by dual simplex method Min Z=…

A:

Q: پشتیوارت مشمشه 2 k 3 k F4 $ wody Find the face F₁, that develops in the system. Show derivation…

A:

Q: 置一 with spring constants e= wn is the positive direction. fhess matrix K - e the external force…

A:

Q: 1. Find the tangential velocity (VA)o 2. Construct diagrams to show, the rotational motion…

A: for solution refer below images.

Q: 3- A 2-mm by 1-mm rectangular domain is modeled using two linear triangular elements as shown below.…

A: according to the given details

Q: s2 + 2s o) F(s) Find inverse s4 laplace transform

A: Find the inverse laplace of the given function.

Q: (NUMBER 4.) solve for Lm, Pm, and Wm. I’ve attached a reference image with the solution method, I…

A: Given: W=LPEq^L=Ctq^=W3Pμ'Lq^=QinL To find: Lm, Pm, and Wm

Q: For the linkage in Figure P4-8, find its limit (toggle) positions in terms of the angle of link 0₂A…

A:

Q: Q- Find the Semarkt Solution by using the simplex method 2 Mata Max Z=2x1 + 3x₂ + x3 S. T 3x₁ + 6x₂…

A:

Q: approach

A:

Q: f (t) = t 2.

A: Given, ft=t2

Q: A = (A1)7 + (A2)j + (A3)k A = 2,B = B = (B1)ī + (B2) + (B3)k ĀXB = ? Ā.B = ? JĀx B= ?

A:

Q: Xz s 10 2x, + 5x, s 60 X, + x2 s 18 3x, + x2s 44 y X, 2 0, x, z 0.

A: In maximization problems, a feasible region needs to be calculated. One of the corner points of the…

Q: The Maclaurin expansion of f (x) = e-5x is +00 (-1)"x" 5nn! n3D0 as above. O None of these +00…

A: It is required to determine maclaurin expansion of e-5x

Q: For the mechanism shown below, use the graphical position analysis to specify the value(s) of 02…

A: Link 3 will be tangent to the circle with center O2 when link 6's linear speed is zero. Two tangents…

Free Body Diagram

The system of forces acting on a body tends to either rotate it or make the body undergo motion. In general, when an external agent exerts a force on a body, the body undergoes translational motion and rotational motion. The body has six degrees of freedom under the influence of that force. Here, three degrees of freedom are from the translational motion while the other three are from the rotation motion. However, sometimes the bodies are not allowed to undergo any motion and are fixed, under such conditions the body is said to be constrained.