C,D✔️✅ For T is bijective T is 1-1 & onto If T is 1-1 then Nullity (T)=0 If T is onto then Rank (T)= dim of co- domain=n Opt (C),(D) are satisfied so correct
Aaj Mera paper bsc 2nd year linear algebra and matrices ka tha MCQ type tha but aapki jo matrices ki video and vector space wali videos se bahut help mili Thank u sir
Option B is right because nulitiy =0 then T is one one and rank of T is equal to dimension of T then T is onto and we know that if rank of T is equal to dimension of T then nulity is zero and then it is bijective
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Thank you sir🙏
C,D✔️✅
For T is bijective T is 1-1 & onto
If T is 1-1 then Nullity (T)=0
If T is onto then Rank (T)= dim of co- domain=n
Opt (C),(D) are satisfied so correct
No bro...if T is onto the. Rank (T) = dim of domian
Thank you bro
Options C and D are correct
For One -one Rank = n , hence Nulity=0
Implies =
Options C) Rank + Nulity = n+0=n
and options D)Rank -nulity=n-0=n
Option D is correct answer. Thankyou sir
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C and D 🎉🎉
Thank u sir 😊
This series is very helpful for all student
Your teaching skill is very good sir
Aaj Mera paper bsc 2nd year linear algebra and matrices ka tha MCQ type tha but aapki jo matrices ki video and vector space wali videos se bahut help mili
Thank u sir
Thank you sir ❤❤
C&D are correct, thank you sir 😊
Opt d ...thanku sir ji
THANK YOU SIR...C and D is correct answers
Thank you sir. Option c, d
Rank of a linear transformation T is eqaul to rank of matrix representation of T if Domin and codmain are same vector space
Thank you sir... answer is D
Options C also
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Thanks sir
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Sir kuch problems aur kara dejiye iss topic se relative please sir....
Answer- C+D
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Only D
App best teacher
Option c and d are correct ✅✔thank you sir ❤
Nulity is zero or Rank is n so C, D can write.
Option (B) is ✅ I think because the dimension of domain is equal to the dimension of codomain
Option B is right because nulitiy =0 then T is one one and rank of T is equal to dimension of T then T is onto and we know that if rank of T is equal to dimension of T then nulity is zero and then it is bijective
Thank you so much sir
C,d options correct
C D currect sir
Thank you so much sir
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bhut bhut aabhar
dhanywad thanku sir
Only option D is right answer
Sir aap kha rehte hai ..wese
option c and d
Option C
Option D is correct
Option - ( c )..
Ans c and d both
Sir banach space pe bhi video banayiye
Options (C) and (D)
ans d thank you sir
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Only d correct because for zero transformation c is not correct. T is not bijective for zero trans.
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So today I am reading on You tube.
option c
Option c is correct
Option D sir
C and D are correct
Option C is correct
Option C and D
Option c and d are correct answer
C and D are correct option
C and d right ans
c and d correct
C correct
Option C & D correct
C &D because nullity is zero
C and D
Opt d🙏
C&D
D
only option C is correct 💯
Ans Option c,d
Option d
Only d option is correct
Answer only d
❤❤❤❤❤❤❤❤❤❤❤❤❤❤❤❤❤
Only c
C&D
Sir csir net exam kab hoga
Sir aapse milna h hmko
Answer is c only
Because rank - nullity is not equal to n
D
CD
C,D
A,b
Ac
d
C,d
Sir ab kya fayada Aaj paper ho gya
Sir p(x^2) =2x hobe
x=1
C and
Ccc
Option c is correct
C and D are correct
Option c and d
Option C
C and D
D
C,D
CD
D
C and D are correct
C and D are correct
D
D