H =({i^-³, i², i³,i⁴},×) Here in i²,i³,i⁴→2,3,4 are positive so take it as it is In i-³ → -3 is negative taki inverse of i-³ i.e. i³. Now the obtained element ao far is in some positive power of i and belongs to H (i.e. {i³,i²,i³,i⁴} but are not forming group
It's not that lengthy as u r thinking it to be. She however is making great efforts so as to teach us on her valuable time. So stop nitpicking. @Learn Math Easily plz don't mind such comments.
Padhate padhate ho sakta he ki videos ke beech me kuch silly mistakes bhi ho jaye .... concepts galat nai hoga lekin jab hum class room teaching karte he to bahut saare students saamne hote he... mistakes immediately correct to jati he. Lekin shoot karne ke time shayad kuch rah bhi jati hongi. Agar aap sabhi viewers ko videos ke time par koi bhi mistake lagti he to please aap log mujhe comment kar sakte he.
Ur videos r vry helful for bsc students....like that for me....thanks mam....thanks a lot🙂
Hello u are a bsc math student...then i want some math notes please...we will solve math problem together
Thank you ma'am ☺
Your approach to solving problems is organized , detailed and very easy to understand.
Thankyou so much.
Ma'am ur videos are incredibly helpful.....I cldnt thank u enough...!!!!
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H =({i^-³, i², i³,i⁴},×)
Here in i²,i³,i⁴→2,3,4 are positive so take it as it is
In i-³ → -3 is negative taki inverse of i-³ i.e. i³.
Now the obtained element ao far is in some positive power of i and belongs to H (i.e. {i³,i²,i³,i⁴} but are not forming group
Mam can we say this theorem is fundamental theorem of cyclic group??
I am not sure
Thanks mam
Mam.aap trigonometry ki videos bhi upload kriye plzzz......
Nice sir, Mai bi BSc maths ke videos banata hu 😍
Easy method...
Ok I will do that
Thnks mam
mam ,
assalamu alaikum....
Mam plz ye theorm prove kr den .left costs define partition of group
It does't match with my book mam and it confuse me 😢
No problem but follow only one proof at a time
ALL THE THEOREM EXPLAINED ARE FOR INFINITE OR INFINITE CYCLIC GROUP?
Infinite or finite both types I had taken
@@learnmatheasily ma'am, then here in proof you have take m & n as non - negative integers. Or it should be integer
It can be any integer . For sale of convenience sometimes we take it as positive integer
too much lengthy
Ok I will try to give less lengthy proof from next time
It's not that lengthy as u r thinking it to be. She however is making great efforts so as to teach us on her valuable time. So stop nitpicking. @Learn Math Easily plz don't mind such comments.
@@vickygupta3922 thank u so much
Padhate padhate ho sakta he ki videos ke beech me kuch silly mistakes bhi ho jaye .... concepts galat nai hoga lekin jab hum class room teaching karte he to bahut saare students saamne hote he... mistakes immediately correct to jati he. Lekin shoot karne ke time shayad kuch rah bhi jati hongi. Agar aap sabhi viewers ko videos ke time par koi bhi mistake lagti he to please aap log mujhe comment kar sakte he.
exp bhi de diya kro mam
Myu bhi ese hi or r bhi ese likha
Mam pada rahi ho ya khud ke exam ke liye practice kar rahi ho, itana fast phir bhi lengthy 👎👎👎
No problem
Ku pgl bna rhi h, faddu h jma
Boring 😂 so lengthy
No problem
@@learnmatheasily like your positive attitude
@@vaibhavpandey6712 thank you
its too much confusing
Ok
Writing achi NHi hai g
thanks mam