WebIf A 2−A+I=0, then inverse of A is A A −2 B A+I C I−A D A−I Medium Solution Verified by Toppr Correct option is C) A 2−A+I=0 Multiplying =A −1(0) A −1(A 2−A=I)=A −1(0) A−I+A −1=0 A −1=−(A−I) A −1=I−A. Solve any question of Determinants with:- Patterns of problems > Was this answer helpful? 0 0 Similar questions WebIf A2 – A + I = 0, then the inverse of A is from Mathematics Matrices Advertisement Matrices Multiple Choice Questions 1. If A and B are square matrices of size n × n such …
If A2-A+I=0 , then the inverse of A is - Tardigrade
WebIf for the non-singular matrix A,A2 = I, then find A−1 . 3870 82 Determinants Report Error A A B I C O D None of these Solution: Given, A2 = I Since, A is non-singular matrix ∴ ∣A∣ = 0,so,A−1 exists. Multiplying by A−1 on both sides, we get A−1 (A2) = A−1 (I) ⇒ (A−1A)A = A−1 ⇒ I A = A−1 (∵ A−1A = I) ∴ A−1 = A (∵ I A = A) WebSolution If A 2 - A + I = 0, then A -1 = I - A. Explanation: A 2 - A + I = 0 ⇒ A·A - A + I = 0 ⇒ A -1 ·A·A - A -1 ·A + A -1 · I = 0 ⇒ A - I + A -1 = 0 ⇒ A -1 = I - A Concept: Inverse of Matrix Is there an error in this question or solution? dillard\u0027s boots sale clearance boots
If A2- A +I=0, then the inverse of A is - Tardigrade
WebBackground. This study reports the results of a set of discrimination experiments using simulated images that represent the appearance of subtle lesions in low-dose computed tomography (CT) of the lungs. Noise in these images has a characteristic ramp-spectrum before apodization by noise control filters. We consider three specific diagnostic ... Web(a) Show that if a square matrix A satisfies the equation A2 + 2A + I = 0, then A must be invertible. What is the inverse? Solutions Verified Solution A Solution B Answered 5 months ago Create an account to view solutions Recommended textbook solutions Linear Algebra with Applications 5th Edition • ISBN: 9780321796974 (3 more) Otto Bretscher Web4 apr. 2024 · asked Apr 4, 2024 in Mathematics by paayal (148k points) If A 2 – A + I = 0, then the inverse of A is. (a) A. (b) A + I. (c) I – A. (d) A – I. matrices and determinants. jee. for the emperor\u0027s amusement