Let p and q be distinct primes. There is a proper subgroup H of the additive group of integers which contains exactly three elements of the set {p,p+q,pq, p^q, q^p}. Which three elements are in H? (A) pq,p^q,q^p (B) p+q,pq,p^q (C) p,p+q, pq (D) p, p^q,q^p (E) p,pq,p^q I have problem solving this question Can you help, if H is group Then what is it's inverse and identity element??
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O thank you very much mam math ko real life se jodne ke liye
Nice lecture
correct mam, zahlen has been mentioned also in 9th math ncert
You are a awesome teacher....
Mam apnai dips sai coaching li thi kya
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Thanks mam, staring group theory.
Nice informative video thanks madam keep it up 👍
Really u r doing great
Thanks mam very nice vedio
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Mam Zn field kaise h
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Mam is there any other methods to pay
Mam please share video of congruence class
Love you, nice explanation keep it up 👍👍
mam what is integration of (sinx)/x please please answer ek ladki bahut pareshan hai
x - x^3/3.3! + x^5/5.5! - x^7/7.7!..........
Mam, (R*, 0) where a0b=|ab|, a, b belong to R*=R-(0) ;is not be a group?
No, It's not a Group , because no Identity element exist.
At the end of video u discuss a set R-{Q} U{1} ,,why u are union with 1 of that set ??
Nice .
please provide notes of this video , google drive notes do not exist .thanks
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1 thanks mam
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Aap deep concapt samjaou...aese short tric ratane ne students ko aage jake bhot problem honga
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I m extremely impressed with u Mam
Mam Q* k liye Q -{0} kyu kiya ......Under multiplication to identity elt. 1 hota hai
??
We remove the additive identity
@@tripBohemia okay mam ,thankyou so much
6.32 save your time
Mam 4 elements ka associative property pe doubt ha mam thoda help chahiye kese karu just hint is enough
U discuss about urdu little bit so this is humble advice U shoud pronounce empty set as خالی not کھالی.... with regards this ur fan
Maam jo apne example liya @30 :00 , (A ,•) usmai Inverse of identity satisfy nahi kar rha hai app plz explain kariye
Di thumbnail achha ho sakta hai...next time thumbnail par dhyan dena...
Let p and q be distinct primes. There is a proper subgroup H of the additive group of integers which contains exactly three elements of the set {p,p+q,pq, p^q, q^p}. Which three elements are in H?
(A) pq,p^q,q^p
(B) p+q,pq,p^q
(C) p,p+q, pq
(D) p, p^q,q^p
(E) p,pq,p^q
I have problem solving this question
Can you help, if H is group
Then what is it's inverse and identity element??
Very intrast topic
Addition will not be always binary operation on rational no bcoz (1÷2)+(1÷2)=1 similarly for subtraction
1 is also rational... is it not satisfying other properties?
Hlo mam can u give me notes
Abstract Algebra
Ordinary differentiation
Real analysis
Of M.Sc mathematics sem -01
100
Nice .