- 3000kg/m For the beam shown in the figure, determine the mechanical elements using the Slope-Deflection Method and the Stiffness Matrix Method. EI=CONSTANT 4m 5m 5m Sm 4m
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- Consider the tridiagonal matrix T of size 310 by 310 . Consider the matrix M resulting from the multiplication X=T*T*T. How many nonzero elements does the matrix X have?Consider the homogeneous CLTI system ?̇ = ?? where? = H2 1 00 −1 2−1 0 1I.a) Is ? diagonalizable? If not, find its Jordan normal form.b) Find the matrix exponential ?KL (using the Jordan form) and the analytical solution of ?(?) forarbitrary initial condition ?N.Find the specified power of A, the standard matrix for T.T: R3→R3, reflection in the xy-plane. Find A2.
- In a matrix of cells, the cell traction force per unit mass is given by T ( n ) = an / 1+ bn 2 , where n is the number of cells, a is the measure of the traction force generated by a cell, and b measures how force is reduced due to neighboring cells. Find and interpret T ' ( n ) .Solve the equation SP = S to find the stationary matrix S and the limiting matrix ¯¯¯P.Use Cayley-Hamilton to calculate e^At for the following matrix: [1 -1 0; 0 1 -1; 0 0 1] ı sent you question's image. Can you solve the problem on the paper? thank you..
- plss answer within 30mins solve the following linear system using LDU decomposition using elementary matrices. show your complete solutionConsider the linear system Use the Gauss-Jacobi method to find an approximation of the solution with precision e = 10−3 and initial approach (0 0 0 0)tusing eigenvalues, find the general solution to the following system of equations. x' = x+ z y' = 3y z' = -y+z