Ask a New Question

A is a diagonalizable matrix.

It has the characteristic polynomial det(lambda*I-A)=(lambda-c)^n.

Prove that A=cI.

1 answer

Stop cheating for mth2021

Ask a New Question or answer this question.

Similar Questions

A is a diagonalizable matrix.It has the characteristic polynomial det(lambda*I-A)=(lambda-c)^n. Prove that A=cI.
1. 1 answer
The prior \lambda is distributed according to \textsf{Exp}(a) (a > 0). Write the probability distribution function \pi (\lambda
1. 1 answer
Suppose we have the improper prior \pi (\lambda ) \propto e^{-a\lambda }, \lambda \in \mathbb {R} (and a \geq 0). Conditional on
1. 1 answer
The lifetime (in thousands of hours) X of a light bulb has pdfg(x)= \lambda e^{-\lambda x}, \hspace{3mm} x\geq 0 for some
1. 1 answer

more similar questions