How can you take a matrix as a polynomial equation ( equation b). determinants of characteristic equation |(A-lambdaI)| can be expanded as polynomial equation Adj(A-lambdaI) is a matrix. How can you expand a matrix as a polynomial. The explanation you gave for 2×2 matrix may come true in the sense lambda can be taken outside. But explain the same using 3×3 matrix, there also we can take lambda outside from second matrix now the degree is n-2. Make it clear here itself so that everyone can understand
Adj(A--lemdaA)ka order n-1hoga apne bahut achchhe se samjhaya example dekar ye mujhe book se samajh me nahi aya tha thank you so much mam real me ap bahut achchhi taiyari karke padhati hai
@@prachi_ please help me out with e Consider the basis S = {v1, v2, v3} for R 3 where v1 = (1, 1, 1), v2 = (1, 1, 0), v3 = (1, 0, 0); let T : R 3 → R 2 be a linear transformation such that T(v1) = (1, 0), T(v2) = (2, −1), T(v3) = (4, 3) Find the formula for T(x1, x2, x3) and hence compute T(2, −3, 5) This question but in English maam
Cayley should be pronounced as kailee ..
Sorry for the inconvenience
Thankyou man
No problem mam
Doesn't matter mam
we just have to prove it😁
Thnx mam you saved me lots of time... Because I was bit confused in books
🙂
How can you take a matrix as a polynomial equation ( equation b).
determinants of characteristic equation |(A-lambdaI)| can be expanded as polynomial equation Adj(A-lambdaI) is a matrix. How can you expand a matrix as a polynomial. The explanation you gave for 2×2 matrix may come true in the sense lambda can be taken outside. But explain the same using 3×3 matrix, there also we can take lambda outside from second matrix now the degree is n-2. Make it clear here itself so that everyone can understand
Mam you cleared all my doubts ❤️🙏
Thanku you for such a great expectation mam.
🙂
🙏Thank you soooooo much mam 😊
Isse pahle mujhe ye theorem kahi samajh nhi aayi .You are literally a very nice teacher.
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I can understand it
You are a very good teacher mam
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Thank you so much ma'am for this Superb Explanation 🥰🥰❤️❤️
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Atlast....!!! Nowhere I saw this proof...Thanks a ton Ma'am.... !!
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Thank you .Cayley Hamilton theorem Is well explained
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Good explanation ❤ thank you
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Can you please tell me the name and author of Book through which you are explaining example...
Mene ye theorem bhut bar padhi pr mujhe kabhi smjh nhi aai
Thanks alot for this nice explanation🙏🙏🙏
🙂 ur wlcm
Thankyou very much mam aap ne es theorem ko bahut deeply clear Kiya or bahut ache ek ek pt ko clear kiya hai thankyou mam
🙂
Adj(A--lemdaA)ka order n-1hoga apne bahut achchhe se samjhaya example dekar ye mujhe book se samajh me nahi aya tha thank you so much mam real me ap bahut achchhi taiyari karke padhati hai
🙂
@@prachi_ किसी ने कहा है यदि आपको वे पाना है जो आज तक नहीं मिला तो आपको वे करना पड़ेगा जो आज तक नहीं किये
Thank u so much ma'am
It is first time when I understand this theorem
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Thank you maim Kal exam.hai Mera thanks 😊😊😊
🙂
Mera bhi😭
Jinka next day exam hota hai vahi RUclips se padhne aate hain 🤣
Mera bhi kal hi hai 😂
thank u mam
love and respect from kashmir ❤️
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Thnx so much it helped me a lot
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Waaah mam apne toh kmal kr deya , Jammu university se hai kya ap ??
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@@prachi_ 🙂🙃
Thanks mam am 12th class jee aspirant
I understand
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Thank you mam for such a great explanation 😊
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Hlw ma'am main b .sc 2nd student from Allahabad meko Cayley-Hamilton theorem ka pdf mil skta hain🙏
Very Nice Explanation.
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Kindly Mention Book Name and Author
Please mention book name
Ma'm pls book kaa naam btayen
Mam book name with author plzz
Adjoint me lemda ka degree btaye ho 1 or matrix me 2....ye samajh nhi aya kaise kr diye 🤔... plzzz explain
Video me example ki help se smjaya hua hai
@@prachi_ usme nhi samajh aya kaise hua 🤔.... isliye to puche h
Text on insta ...i will explain
@@prachi_ okay
mam please mention book name .
I have took reference from MDU notes
Thanks , aap bahut hi achhe se explain kiye 🙏🙏
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Superbb explanation 😊 nd really thanku so much ❤
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Good presentation and explanation
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Great explanation....
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Fantastic explanation
☺
Book name
Very nice explanation it really helped... Thanks a lot
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Konsa book hai
Which book madam?
Iske paper meh aane ke chances kitne hai?
90
Thank you so much amazing 👌👌
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Thanks of lot for this shortlist therom
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@@prachi_ 🤗
great explanation
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Decent explanation
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Thank you ma'am
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Good explanation tq
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Thankuuuuuuuuuuuuu❤❤❤❤❤❤❤❤mammmmmmm...........😊
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Good session
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Tnq nice explination
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But hindi is some inconvenience for remaining . Like me
really sorry for that
Thanks mam🙏
🙂
Thank u mam big fan.....
Bpsc ke kuch Q hein mam samjh nhi aa rha ....
*Duality in linear programming 😑😑
For other queries/ update
you can also follow me on instagram..
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-prachi🖊
Thanku so much mam
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Nice explain
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A small doubt clear from this video🙂
🙂
Thank u so much
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Thanks 😊
Keep it up
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Thank you mem
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Are you speaking English?
No.. She is speaking hindi
super video mem
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Thank you so muchh
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good
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Thank u Mam
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Arre Mam Nice Explanation !
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How can I ask doubt? 🥲
Nice
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Can you do in English next time please
Sure
Wow
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@@prachi_ bsc part 1 ka vvi question mil sakta h
@@raushankumar-lf4sutopic name?
Math. Ka
@@raushankumar-lf4su am talking about topics in mathematics
👍
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Thank u mam for such an understandable explanation 👍
🙂
Are you speaking English?
Are you speaking English?
No, its in Hindi language
@@prachi_ please help me out with e Consider the basis S = {v1, v2, v3} for R
3 where v1 = (1, 1, 1), v2 = (1, 1, 0), v3 =
(1, 0, 0); let T : R
3 → R
2 be a linear transformation such that
T(v1) = (1, 0), T(v2) = (2, −1), T(v3) = (4, 3)
Find the formula for T(x1, x2, x3) and hence compute T(2, −3, 5)
This question but in English maam
@@handledbygrace okh