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Thank you so much sir for restarting this series ❤️🙏
Option -A
Option A always convergent
Sir, option (a) is correct.
If the sequence has unique limit point then the sequence is always convergent.i.e option A is correct.
Option C is correct 👌
option A is correct always convergent.
Purvi ji konsi book use kar rhe ho please suggest
Option d may be divergent thank you sirConstant sequence up to infinite
Sir option (C ) is correct
If sequence is unique limit point and not bounded like 1,2,1,3,1,4,1,5...............upto infinity so option B is correct if any sequence limit point it never be divergent so B is correct
But oscillatory to tab hoti h jab 2 limit point ho
@@MohdJunaid-uz8lp option D is correct
C&D options are correct 💯💯
Absolutely correct bro😁
thank you sir 🙏
Ans:A
Option A
Very good morning sir with happy new year 🎉🙏
Good morning sir ☀️
C if the sequence is bounded then the answer is A
A is correct answer 😊
Sir please uploads videos on statistics please.............................................🙏
D is correct option
Sir math padhaeye detail mein😊
A and C .Thankyou Sir.
Option c and d are both correct 😁
It's c because ocillatory sequence may have unique limit point...And there is no evidence for bounded sequence....
Not always convergent as u see the example of 2 when n is prime it is divergent option D is correct
C is correct
Sir d option is correct
Option c is correct answer
Thank you sir🙏. Ans:C, D
2:05 sir a. n sequence kaysa aya.. Range
Thank you so much sir 🙏
Always convergent
option c&d
3sec option A
Sir..me msc 3rd sem me hu to csir net ka form fill kr skta hu??
May be oscillatory
Option c is correct
Always convergent sir
Option c correct
C is carect answer
👌
A and D
Only c
May be divergent bcz here seq. Is not given bdd
Option a
MAY BE DIVERGENT
Option A is correct 💯💯💯💯
Bounded bhi to hona jaruri h convergent ke liye 😆
Opt A
A hoga
🙏🙏💯💯💯✌💯💯
A
D
Ab mughe ni pta lekin sir boht jaldi jaldi padhta .Thoda achhe se padhaona hadbadi me kyu
a
Aa
Ddddddddddd
Thank you so much sir for restarting this series ❤️🙏
Option -A
Option A always convergent
Sir, option (a) is correct.
If the sequence has unique limit point then the sequence is always convergent.
i.e option A is correct.
Option C is correct 👌
option A is correct always convergent.
Purvi ji konsi book use kar rhe ho please suggest
Option d may be divergent thank you sir
Constant sequence up to infinite
Sir option (C ) is correct
If sequence is unique limit point and not bounded like 1,2,1,3,1,4,1,5...............upto infinity so option B is correct if any sequence limit point it never be divergent so B is correct
But oscillatory to tab hoti h jab 2 limit point ho
@@MohdJunaid-uz8lp option D is correct
C&D options are correct 💯💯
Absolutely correct bro😁
thank you sir 🙏
Ans:A
Option A
Very good morning sir with happy new year 🎉🙏
Good morning sir ☀️
C if the sequence is bounded then the answer is A
A is correct answer 😊
Sir please uploads videos on statistics please.............................................🙏
D is correct option
Sir math padhaeye detail mein😊
A and C .
Thankyou Sir.
Option c and d are both correct 😁
It's c because ocillatory sequence may have unique limit point...
And there is no evidence for bounded sequence....
Not always convergent as u see the example of 2 when n is prime it is divergent option D is correct
C is correct
Sir d option is correct
Option c is correct answer
Thank you sir🙏. Ans:C, D
2:05 sir a. n sequence kaysa aya.. Range
Thank you so much sir 🙏
Always convergent
option c&d
3sec option A
Sir..me msc 3rd sem me hu to csir net ka form fill kr skta hu??
Always convergent
May be oscillatory
Option c is correct
Always convergent sir
Option c correct
C is carect answer
👌
A and D
Only c
May be divergent bcz here seq. Is not given bdd
Option a
MAY BE DIVERGENT
Option A is correct 💯💯💯💯
Bounded bhi to hona jaruri h convergent ke liye 😆
Opt A
A hoga
🙏🙏💯💯💯✌💯💯
A
D
Ab mughe ni pta lekin sir boht jaldi jaldi padhta .
Thoda achhe se padhaona hadbadi me kyu
A
a
Aa
Ddddddddddd
C&D options are correct 💯💯
Always convergent
Option A
Option a
D
A
Always convergent
Option A
A
D
A
D
D
A