Sir...how come -i^2 be a generator? I guess the first thing you wrote was correct(-i^2)=1...but you changed it to -1...I haven't understood that part...
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Thank you so much Sir/Madam, Please share this channel to your friends and classmates after subscribing my You Tube Channel. Thank you once again for supporting my You Tube Channel. i2 = sqrt(-1)*sqrt(-1) = sqrt(-1*-1) = sqrt(1) = 1 Reference: www.physicsforums.com/threads/why-does-i-2-equal-1-explained.777221/
Thank u for ur support sir /madam and please watch all the videos and forward the videos to your friends and classmates and tell them please subscribe my RUclips channel ruclips.net/user/DIVVELASRINIVASARAO and visit my blog divvelasr.blogspot.com
we already know i^2= -1. Thank you so much Sir/Madam, Please share this channel to your friends and classmates after subscribing my You Tube Channel. Thank you once again for supporting my You Tube Channel
Ur such a awesome tutor keep continuing ur support to the students
Thank you so much Sir
Sir...how come -i^2 be a generator? I guess the first thing you wrote was correct(-i^2)=1...but you changed it to -1...I haven't understood that part...
i^2=-1 then -i^2=-(-1)=1 ok is it clear
Sir please upload video on cyclic subgroup.I can't understand what is cyclic subgroup.please upload cyclic subgroup video sir
Thank u for ur support sir /madam and please watch all the videos and forward the videos to your friends and classmates and tell them please subscribe my RUclips channel ruclips.net/user/DIVVELASRINIVASARAO and visit my blog divvelasr.blogspot.com
How we know i^2= -1? Just clear it
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i2 = sqrt(-1)*sqrt(-1) = sqrt(-1*-1) = sqrt(1) = 1
Reference: www.physicsforums.com/threads/why-does-i-2-equal-1-explained.777221/
thanks
You're welcome!
Now I clear ,what is cyclic group but I can't understand what is cyclic subgroup
Thank u for ur support sir /madam and please watch all the videos and forward the videos to your friends and classmates and tell them please subscribe my RUclips channel ruclips.net/user/DIVVELASRINIVASARAO and visit my blog divvelasr.blogspot.com
All these are multiplicative cyclic groups. Where are additive cyclic groups my friend?
Check it in playlist
How we know i^2= -1? Just clear it
we already know i^2= -1. Thank you so much Sir/Madam, Please share this channel to your friends and classmates after subscribing my You Tube Channel. Thank you once again for supporting my You Tube Channel