how do eigenvalues of the matrix correspond to principal components? what are the principal components of a covariance matrix which of those elements in a covariance matrix indicates that the eigenvalue is larger? can eigenvalues of covariance be significant how to prove higher eigenvalues correspond to significant principal components does eigenvalues correspond to principal elements which of the following is true about a covariance matrix? what is the answer? how to demonstrate greater eigenvalue in a covariance matrix what is the principal characteristic of an eigenvalue and how do they relate to its magnitude what is the principal component of eigenvalues of covariance how to prove eigenvalues correspond to significant principal components how to test eigenvalues in a covariance matrix if they correspond to principal components? how to prove eigenvalues corresponds to significant principal components of a matrix can eigenvalues in covariance matrix be considered significant principal components which eigenvalues correspond to significant principal components? how to prove higher eigenvalues correspond to significant principal components? how does eigenvalue measure principal components do the higher eigenvalues correspond to the major principal how to prove higher eigenvalues correspond to significant principal components which components of a covariance matrix are the principal components?