Mathematics: If a 3x3 matrix m has characteristic equation 1lambda^3 -39lambda^2 + 5lambda = 0. what is the value of the larger non-zero eigenvalue of m? it is not required to know m exactly. give your answer to 3 decimal places

If a 3x3 matrix m has characteristic equation

carog24

01.01.2022

38.8713

Step-by-step explanation:

We have given the a 3×3 matrix

The characteristic equation of the matrix is given by $\lambda ^3-39\lambda ^2+5\lambda =0$

This is the property of the characteristic equation that the root of the the characteristic equation are the eigen value of the matrix

The roots of the equation $\lambda ^3-39\lambda ^2+5\lambda =0$ are $\lambda =38.8713\ \lambda =0\ \lambda =0.12863$

We have to find the larger non zero eigen value

So the larger non zero eigen value will be 38.8713

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sibr4566

08.06.2023

x = -20 X t-2 = C

Step-by-step explanation:

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