Matrices | Reduction of matrix A to normal form PAQ | Lecture 03 | MATHEMATICS | PRADEEP GIRI SIR

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[@v.rbulbule1128]

invers | 1\2 1\2 0 | | 5\2 1\2 -1 | | -2 -1 1 | ap ko god ho thank you di 😍😍

[@yogeshpawar6790]

corect

[@Space_ki_duniya455]

Bhai /wala lagate hai 😅 1:07

[@Sahil_khan_1216]

I think this is the right answer 37:55 1/2 1/2 0 5/2 1/2 -1 0 0 1

[@radheylokhande3264]

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[@pradeepgiriacademy]

🙏❤️

[@atharvacherphale5833]

I understood every single thing, what mam told us. thank you mam for explaining so nicely 😊😊

[@myplay9395]

I = PAQ Premultiply be A inverse AI=AAPQ A inverse = PQ

[@jaeesakharkar5508]

I=PAQ Premultiply by A inverse AI=APAQ So u just can't change the order of P and Q

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[@pradeepgiriacademy]

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[@SatyamYadav-iu7bd]

Mam A inverse = [½ ½ 0 ⁵/² 1 -1 -2 -1 1]🙏

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Best video useful

[@soham683]

Hw que Rank of A = 3 P=[1 0 0 1/5 1/5 0 2 2 5] Q=[1 -2 6/5 0 1 2/5 0 0 1 ] A inverse=[3 2 6 1 1 2 2 2 5]

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[@pradeepgiriacademy]

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[@nilayrathod5799]

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[@asmita_ingale2162]

home work rank = 3 A inverse = 3. 2. 6 1. 1. 2 2. 2. 5 pls let me know is this correct or not

[@Gayu1811]

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[@xtrem5738]

Mam 😊 Ham yaha college mai 120000 per annum dete hai fir bhi utna samjh mai nahi aata hai maths lekin aap itna easy way mai samjhati h na ki puchiye mat dilkhush ho gaya mam 😊 Aap hamesha aise hi khush rahiye jaisa padhati h aap hamesha

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Excelent

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[@mohitpawar8008]

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[@gopalbhagwatsonawane9494]

37:35

[@CEB_SatyamGupta]

Thank you pradeep sir

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it's Jun 3 2024 02:34 AM Today at 10:30AM My Maths Paper. As You Mentioned 28:17 if I Do That I will Fail In Exam.

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[@Kthakur23]

HW question Rank =3 P=1 0 0 1/5 1/5 0 2 2 1/5 Q= 1 -2 6/5 0 1 2/5 0 0 1 A^-1= 3 2 6/25 1 1 2/25 2 2 1/5 Mam'm please let me know my answers are right or wrong? Thank you 😊

[@pratiksanap-cj2nb]

A^-1 galat hai

[@stayhappy6419]

37:35 ma'am |A|=0 ,so how does the A inverse defined?? A-1= 1/2 1/2 0 5/2 1/2 -1 -2 -1 1

[@vivekpatil7051]

This is right

[@educa989]

Yeah mera bhi A-1 yahi aaya

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[@pradeepgiriacademy]

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[@snehadubhashi7002]

Try 1 question answer→ Rank=3 And A^-1 is exist mam, both the matrix i.e. P&Q are of same order 3×3 A^-1= QP [3 2 6 1 1 2 2 2 5] Is this correct?🥺

[@mazinbangi5485]

Ma'am can you provide these slides as notes. It will be really helpful

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Thank you sir

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[@sohailmsayyad6351]

I think the rank of the second question of the homework that you discussed in the starting should be 3. Correct me if I am wrong Because I am solving but still I am getting rank as 3

[@ankitprajapati7885]

Mam please make one video on question you have given at last for homework there is some confusion 🙏🙏🙏🙏

[@Omkartemkar5686]

Mam kya ham R3 ko R2 ki respect me transformation kar sakte he???

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[@pradeepgiriacademy]

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[@KINGISHTIYAQ]

Bhai kitna rank aya 3 na

[@soham683]

Mam in 2nd question A inverse not exist it exists only if in ImAln form m=n??????

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Yea chalega🙏

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[@viveksonwane6299]

Second example ka inverse not exit because matrix 3*3 &4*4

[@viveksonwane6299]

@@AditiSingh_15 tysm mam for the reply 🙏

[@yashjadhav8374]

Yes i also have same doubt But now it's clear😊

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[@kundansuryawanshi4775]

Mam telegram pr notes bhejo pls jo link description main hai us channel or notes Nahi milate

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[@rohancreationandexperiments]

☺☺🙏

[@Xzantm111]

Ma'am please mujhe ye bataye ki sabki p aur q matrix same hone chahiyen

[@factyinsaan8325]

Mam last sum P and Q is not matching but rank is same as your rank.

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[@stayhappy6419]

55:36 ma'am ye multiplication toh hoga hi nhi na?? Means order same nhi haina....

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[@Samya_Mansukh]

A^-1= [1 1 0 ] [5 3 -2] [-4 -2 2] kya mayra ans correct hai mam 😅

[@shubhankarpandey7293]

A inverse = | 0.5 0.5 0 | | 2.5 0.5 -1 | | -2 -1 1 | is it correct or not

[@nabila_1203]

its correct

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