Diagonalization of Matrix | Algebraic Multiplicity & Geometric Multiplicity | MSQs Series by Gp sir

Matrix and Their Properties | Diagonalizability of Matrix | MSQs Series by Gp sir
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Matrix and Their Properties | Diagonalizability of Matrix | MSQs Series by Gp sir | By Dr.Gajendra Purohit
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⏱Time Stamp⏱
→0:00 - Introduction of video on Algebraic Multiplicity & Geometric Multiplicity | Diagonalization of Matrix
→0:56 - Diagonalizable Matrix
→3:21 - Example on Diagonalizable Matrix
→3:43 - Key Points on Diagonalizable Matrix
→8:47 - Q1 on Algebraic Multiplicity & Geometric Multiplicity | Diagonalization of Matrix
→10:13 - Q2 on Algebraic Multiplicity & Geometric Multiplicity | Diagonalization of Matrix
→12:40 - Q3 on Algebraic Multiplicity & Geometric Multiplicity | Diagonalization of Matrix
→14:20 - Q4 on Algebraic Multiplicity & Geometric Multiplicity | Diagonalization of Matrix
→15:18 - Question for the comment box
→15:24 - Conclusion of the video
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Dr.Gajendra Purohit

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And your videos are very helpful 🙏

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Very useful for me 👍

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Thank you sir for making videos

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option (A) is correct. Thank u very much sir.

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Thank you sir for this video

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Option A, thank you so much sir

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B, D are correct answer

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Option a correct
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Option a ..
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B C currect sir
Thank you so much sir

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Correct✅ option (A) .....
Thank you🙏🙏🙏🙏 sir

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C kyu nhi

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A option is correct sir

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sir option A is correct answer

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Option A is correct

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Option b is correct

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1 and 2 correct answer

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ans a thank you sir

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Option a is correct

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A is correct answer

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Option A

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A

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Sir In Question number 2 The Ch(x) polynomial of A and C are same.
And Minimal polynomial of both have linear multiplicity is 1 so why C is Not diagonalizable ????

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A and D

[@Chesscherish]

Only B,C and D , B and D have distinct eigen value so diagonalisable
And in c a.m.(3)=g.m.(3). Where as in a a.m.(2) not equal to g.m.(2)

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It's answer should be option b. Am i right?

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option A is correct here

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Options A and B are correct

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A&C

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Ans is A

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Option A is correct answer

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Only A is correct...

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Ans A

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Option A&C are correct 💯

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110
000
020
Is it diagonalizable sir
AM=2
GM=1
AM not equals to GM for lamda=0
Is it right sir

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Option c is digonilazable

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A option

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A is write answer

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It is msq bro. More than 1 correct

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Option _A. In 25 second

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Sir a option

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A and B is true

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Not true pucha h

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Options A

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ABC is the correct

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Only a is true

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Option ( c )

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Sir singular matrix is not diagonalizable are not

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A and B

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B is symmetric so digonagible

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BCD are diagonal

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A and c hona chahiye

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A,d

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Option c is correct
This is not diagonalizable
Option A is correct

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Question m not puch hai

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A and C are diagonalizable because AM is equals to GM?

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A is not diagonalizable as GM of A is 1 but AM is 2 for eigen value 2

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Sir aapke counted number dijiye

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option a

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R shortcut bohat marte ho ap

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C kyu nhi

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A and c hona chaiye

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In opt A.M of 3 is 2 and G.M. is also 2 so diagonalizable, but opt is demanded for not diagonalizable

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A is correct answer

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Option A

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A

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Option A

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Option A

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A

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Option A

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A

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A

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A

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A

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A

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A

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A

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A

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A

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C kyu nhi

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A

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Ckyu nhi

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A

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Bhai c kyu nhi