The system has zero -3, poles -2 ± j and gain 5. Please find the Transfer...

The system has zero -3, poles -2 ± j and gain 5.

Please find the Transfer Function of the closed loop unity feedback system.

Expert Solution

samet mamat answered 2 years ago

k/(s^3+4s^2+4s+k) find two values of gain that will yield closed-loop, underdamped, second-order poles

Find the inverse of the following 4x4 matrix: 1-j j 1+j 2 -j 4 2-j 3 1-j...

Find the inverse of the following 4x4 matrix: 1-j j 1+j 2 -j 4 2-j 3 1-j 2+j j 3-j 2 3 3+j 1

(2) Let Vabc = [ - 5 , 5 + 5 j , - 5 j...

(2) Let Vabc = [ - 5 , 5 + 5 j , - 5 j ] T and calculate Vb012. Draw a phasor diagram illustrating the relationship Vb = Vb0 + Vb1 + Vb2 .

Consider the system of linear equations: 3? − 5? + 2? = 2 2? − ?...

Consider the system of linear equations: 3? − 5? + 2? = 2 2? − ? + 3? = 3 ? + 4? + 7? = 4 (a) Write the augmented matrix for the above system. (b) Find the inverse of the coefficient matrix. (c) Find the determinant of the coefficient matrix. (d) Find the LU-factorization of the coefficient matrix. (e) Solve the above system using Gauss-Jordan elimination. (f) Use the inverse of the coefficient matrix from part (b) to...

find the polar presentation of (j-square root of 3)

Find the distances: A) Between ?1=〈2+2?,−1+?,−3?〉and ?2=〈4,−5−3?,1+4?〉 . B) Between the planes 2?−?+5?=0 and 2?−?+5?=5 ....

Find the distances: A) Between ?1=〈2+2?,−1+?,−3?〉and ?2=〈4,−5−3?,1+4?〉 . B) Between the planes 2?−?+5?=0 and 2?−?+5?=5 . C) From the point (1,2,3) to the line ?=〈−?,4−?,1+4?〉 .

let A =[4 -5 2 -3] find eigenvalues of A find eigenvector of A corresponding to...

let A =[4 -5 2 -3] find eigenvalues of A find eigenvector of A corresponding to eigenvlue in part 1 find matrix D and P such A= PDP^-1 compute A^6

Velocity field for this system is: V=[X^2-(yz^1/2/t)]i-[zy^3+(x^1/3z^2/t^1/2)j+[-x^1/3t^2/z*y^1/2]k find the components of acceleration for the system.

Velocity field for this system is: V=[X^2-(y*z^1/2/t)]i-[z*y^3+(x^1/3*z^2/t^1/2)j+[-x^1/3*t^2/z*y^1/2]k find the components of acceleration for the system.

5. Find a matrix A of rank 2 whose nullspace N(A) has dimension 3 and whose...

5. Find a matrix A of rank 2 whose nullspace N(A) has dimension 3 and whose transposed nullspace N(AT) has dimension 2.

The 1-year, 2-year, 3-year and 4-year zero rates are 2%, 3%, 4% and 5% per annum...

The 1-year, 2-year, 3-year and 4-year zero rates are 2%, 3%, 4% and 5% per annum (APR) with quarterly compounding/payment. a) What are the corresponding per annum zero rates with continuous compounding? b) What is today’s forward rate for an investment initiated one year from today and maturing 3 years from today? (Give your answer per annum with continuous compounding)? c) What is today’s forward rate for a one-year investment initiated three years from today? (Give your answer per annum with continuous...

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