Linear algebra problem: The determinant of the matrix

1 Answer

Answer :

image

Answer : Linear algebra problem: The determinant of the matrix

Related questions

Description : Linear algebra problem: Rank of a matrix

Last Answer : Linear algebra problem: Rank of a matrix https://youtu.be/b7tPLA3_y6Y

Description : Linear Algebra Problem The product of eigen values of the matrix

Last Answer : Linear Algebra Problem The product of eigen values of the matrixhttps://youtu.be/JGcynUZFQ78

Description : Linear Algebra Problem the solution to the system of equations

Last Answer : Linear Algebra Problem the solution to the system of equations https://youtu.be/y_FlupirxZM

Description : Linear Algebra Problem 2

Last Answer : https://youtu.be/zAPDYO0q-9w Linear Algebra Problem 2

Description : The determinant of a 2 x 2 matrix is 50. If one eigen value of the matrix is 10, the other eigen value is ________.

Last Answer : https://youtu.be/1WrgXbDX1K4

Description : determinant of 2 by 2 matrix

Last Answer : determinant of 2 by 2 matrix

Description : 2000 The rank of matrix is

Last Answer : .embed-container { position: relative; padding-bottom: 56.25%; height: 0; overflow: hidden; max-width: 100%; } .embed-container iframe, .embed-container object, .embed-container embed { position: absolute; top: 0; left: 0; width: 100%; height: 100%; }

Description : Matrix problem 5

Last Answer : Matrix problem 5

Description : matrix problem 4

Last Answer : matrix problem 4

Description : Square of matrix problem

Last Answer : .embed-container { position: relative; padding-bottom: 56.25%; height: 0; overflow: hidden; max-width: 100%; } .embed-container iframe, .embed-container object, .embed-container embed { position: absolute; top: 0; left: 0; width: 100%; height: 100%; }

Description : 2x2 matrix problem 2

Last Answer : 2x2 matrix problem 2

Description : 2x2 matrix problem

Last Answer : .embed-container { position: relative; padding-bottom: 56.25%; height: 0; overflow: hidden; max-width: 100%; } .embed-container iframe, .embed-container object, .embed-container embed { position: absolute; top: 0; left: 0; width: 100%; height: 100%; }

Description : The power flow problem mathematical model for a linear transmission network (A) is non-linear (B) is linear (C) considers time variation of generation (D) does not consider tap-changing transformers

Last Answer : The power flow problem mathematical model for a linear transmission network is non-linear

Description : The Matrix has Complex eigenvalues and vectors

Last Answer : The Matrix has Complex eigenvalues and vectors

Description : For the given orthogonal Matrix, the inverse is,

Last Answer : For the given orthogonal Matrix, the inverse is,

Description : The lowest eigenvalue of the 2x2 matrix 

Last Answer : Linear Algebra Problem The lowest eigenvalue of the 2x2 matrix https://youtu.be/QatcRTzF7EA

Description : Problem on eigen values property

Last Answer : Problem on eigen values property https://youtu.be/DoSTY-bBubQ

Description : Can you help with this algebra problem?

Last Answer : http://www.wolframalpha.com/input/?i=x%3Da%C2%B2%2Fb%2Ba+solve+for+a good luck trying to get there yourself.

Description : Will someone help this e.coli victim with this algebra problem?

Last Answer : answer:Yeah – that seems wrong. I get -3.2x -51.3. Although I don’t know if I’m reading that clearly. There may be some confusion about which is a minus, which is a negative, which is the variable, and which is the multiplication sign.

Description : Have you ever experienced a 'glitch in the Matrix'?

Last Answer : Yes… I will have deja vu but realize that the event is unfolding in an ever-so-slightly different way. Since reading The Number of the Beast by Heinlein I always think of it as a rewrite.

Description : 3X3 inverse of matrix short trick

Last Answer : 3X3 inverse of matrix short trick

Description : The necessary condition to diagonalise a matrix is that   (A) its all Eigen values should be distinct.   (B) its Eigen vectors should be independent.   (C) its Eigen values should be real.   (D) the matrix is non-singular. 

Last Answer : The necessary condition to diagonalise a matrix is that  (A) its all Eigen values should be distinct.  (B) its Eigen vectors should be independent.  (C) its Eigen values should be real.  (D) the matrix is non-singular. 

Description : For a singular matrix   (A) at least one Eigen value would be at the origin.   (B) all Eigen values would be at the origin.   (C) no Eigen value would be at the origin.   (D) none. 

Last Answer : For a singular matrix at least one Eigen value would be at the origin.

Description : The diagonal elements of a nodal admittance matrix are strengthened by adding :  (A) Shunt capacitors (C) Generators (B) Shunt inductances (D) Resistive loads

Last Answer : A

Description : Which of the following is true for a bus impedance matrix ?  (A) It is sparse  (B) It has diagonally dominant elements  (C) It is the inverse of the bus admittance matrix  (D) Each element of it is the reciprocal of the corresponding element in admittance matrix

Last Answer : Which of the following is true for a bus impedance matrix ?  (A) It is sparse  (B) It has diagonally dominant elements  (C) It is the inverse of the bus admittance matrix  (D) Each element of it is the reciprocal of the corresponding element in admittance matrix

Description : For a 15-bus power system with 3 voltage controlled buses, the size of Jacobian matrix is

Last Answer : For a 15-bus power system with 3 voltage controlled buses, the size of Jacobian matrix is 25 x 25

Description : A linear network has a current input 4cos(ω t + 20º)A and a voltage output 10 cos(ωt +110º) V. Determine the associated impedance.

Last Answer : Solution

Description : What are ‘Linear actuators’ ? State applications.

Last Answer : What are ‘Linear actuators’ ? State applications.

Description : Linear and non-linear device

Last Answer : Linear and non-linear device

Description : A system is linear if and only if it satisfies

Last Answer : A system is linear if and only if it satisfies principle of superposition and principle of homogeneity

Description : A network contains linear resistors and ideal voltage sources. If values of all the resistors are doubled then the voltage across each resistor will

Last Answer : A network contains linear resistors and ideal voltage sources. If values of all the resistors are doubled then the voltage across each resistor will not change

Description : Which of the following converts linear displacement from a mechanical reference into a proportional electrical signal containing phase and amplitude information? A) CRO B) LVDT C) RVDT D) None of these

Last Answer : Which of the following converts linear displacement from a mechanical reference into a proportional electrical signal containing phase and amplitude information? A) CRO B) LVDT C) RVDT D) None of these

Description : What are the disadvantages of the linear regulator? how are they overcome in the switching regulator? What is continuous and discontinuous mode switching regulator?

Last Answer : Disadvantages of the linear regulator: Linear regulator waste power in the form of heat. Linear regulator has very low efficiency. Linear regulator cannot be used for the step ... between continuous mode and discontinuous mode switching regulator.

Description : write short notes on Linear motor.

Last Answer : Normal electrical motor produces rotatory motion same the linear motor produces linear motion. Linear motors have low efficiency. Linear motor can directly produce straight line motion linear motor do not required gears or crank shaft to produce linear motion.

Description : Linear Time Invariant (LTI) System

Last Answer : Linear Time Invariant System Linear system means a system which possesses the property of superposition. Time invariant system means its behavior and characteristics are fixed over time. Before ... from the impulse response. Impulse response is related to frequency response via Fourier transform.

Description : what is linear regulator?

Last Answer : linear regulator video

Description : Will you help me here at the end of my algebra journey?

Last Answer : answer:1) To find the slope, you use the following formula: slope formula: m = [y1 - y2] / [x1 - x2] 2) Now you have the slope and two points. You can find the equation (by solving first for ... b=5: y = 3x + 5 . Reference: Straight-Line Equations: Slope-Intercept Form and Slope of a Straight Line

Description : Will you guys help me with my algebra homework today?

Last Answer : answer:I’ll give you a hint: Your problem is here: x – (1.8 – 4(x – 3.1x – 34.1))=0 x – (1.8 – 4x – 45.7x + 136.4)=0 Where does the -45.7x come from? Should it really be negative?

Description : Algebra question: How does 2^-2=1/4? Why doesn't it equal -4?

Last Answer : Negative exponents turn to fractions.

Description : Anyone willing to help me with my Modern Algebra questions?

Last Answer : Sorry, but no homework questions here!

Description : Solving for variable;; algebra 2?

Last Answer : Just like you would solve an equation with x, you want to get N by itself, so treat the other variables like numbers. If I were solving P + Z = 2 for P, I would move Z to the other side and get P = 2 – Z

Description : Algebra 2 help;; solve:?

Last Answer : cross multiply or multiply everything by the LCD to get rid of the fractions, either way works

Description : Rational exponent (Algebra)

Last Answer : Rational exponent (Algebra)

Description : Logic Simplification Using Boolean Algebra

Last Answer : Logic Simplification Using Boolean Algebra 1 : https://youtu.be/fuoSMm2dJMc Logic Simplification Using Boolean Algebra 2 : https://youtu.be/bfCdur2QcJ4 Logic Simplification Using Boolean Algebra 3 : ... .be/V02wz8gz1UU Logic Simplification Using Boolean Algebra 7 : https://youtu.be/rgnJKgFO-SU

Description : Can someone help me solve this algebraic word problem?

Last Answer : K + T + M = 210,000 K = 2T = 0.5M ( simplifying M = 4T ) Substituting for K and M into the first equation gives: 2T + T + 4T = 210,000 7T =210,000

Description : Help with a cubic function problem?

Last Answer : answer:We aren't supposed to tell you the answer since this appears to be homework, but I will give you advice. Whenever you have a question involving translations, what you should do is to graph the ... for it, giving you your answer. Regarding your answer, it does not seem to be correct as is.

Description : How to determine the difference between a problem that involves permutations and one that involves combinations?

Last Answer : answer:That example is indeed tough. At first glance you're not certain if the chronology of the meetings matters, or you're just determining which ten students get to have meetings. But ... each student does. Combinations generally focus on choosing a group, permutations focus on choosing a lineup.

Description : How do I solve this rate problem?

Last Answer : answer:The trick to this problem is realizing that you really have TWO simultaneous rate / time problems. What we know is that Alex drove 220 miles at one rate and 80 miles at another rate (15 mph slower) for two ... rest is easy to solve. 220 miles in 4 hours = 55 mph 80 miles in 2 hours = 40 mph

Description : How can I remember to set up an equation like this problem?

Last Answer : Whenever you’re solving a question like that, you always want to end up with only one (possibly more) number on the opposite side of the letter.