(1 point) a, p and d are n×n matrices. check the true statements below: a. a is diagonalizable if and only if a has n eigenvalues, counting multiplicities. b. if a is diagonalizable, then a is invertible. c. a is diagonalizable if a=pdp?1 for some diagonal matrix d and some invertible matrix p. d. if there exists a basis for rn consisting entirely of eigenvectors of a, then a is diagonalizable.
Get the answer
Category: science |
Author: Hedda Galya
Related Questions
(1 point) an advertiser goes to a printer and is charged $40 for 60 co
(1 point) because of the relatively high interest rates, most consumer
(1 point) below is a bar graph of class standing for a finance seminar
Category
statistics
(1 point) canada's national statistics agency, statistics canada, says that the land area of canada is 9,094,000 square kilometers. of this land, 4,17
womensstudies
(1 point) consider the initial value problem: x?1x?2==?x1+x2?2x1+x2,x1(0)x2(0)==4 4 (a) find the eigenvalues and eigenvectors for the coefficient matr
mechanicalengineering
(1 point) consumers in shelbyville have a choice of one of two fast food restaurants, krusty's and mcdonald's. both have trouble keeping customers. of