How many eigen values does a n×n square matrix in general?
Answers
Answer:
The eigenvalues of an n by n matrix are the roots of a polynomial of degree n. So there are n eigenvalues, though some of them may be repeated. An n×n matrix which is diagonalizable must have a set of n linearly independent eigenvectors -- the columns of the diagonalizing matrix are such a set.
Step-by-step explanation:
Answer:
Mitochondria may have a number of different shapes.[23] A mitochondrion contains outer and inner membranes composed of phospholipid bilayers and proteins.[17] The two membranes have different properties. Because of this double-membraned organization, there are five distinct parts to a mitochondrion:
the outer mitochondrial membrane,
the intermembrane space (the space between the outer and inner membranes),
the inner mitochondrial membrane,
the cristae space (formed by infoldings of the inner membrane), and
the matrix (space within the inner membrane).
Mitochondria stripped of their outer membrane are called mitoplasts.