Example using de Moivre's theorem (Trig. identities) : ExamSolutions Maths Video Tutorials
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- Опубліковано 26 лип 2024
- Example question using de Moivre's theorem
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You have great instructional videos on mathematics, awesome.
Thanks alot really helped!
Well-explained!
This is my first time finding you but thank you for the much needed help. Love from Australia.
Specialist?
Very clear explanation. I love it❣️
Love your work helped me a lot in A-levels and now also helping my engineering degree :)
Thanks, Good luck with your course.
nice, I'm using this from my further maths A levels and am also gonna study engineering so I'm sure it will help there too
Love your work ❤
thank you a lot!
thank u for making maths easier
Thanks a lot champ
That was amazing
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+GameChaser2011 Thank you.
Our teacher make it so lengthy and you make it so easy. Love you 💕plz keep uploading bsc level mathematics ❤️ love from Pakistan 🇵🇰❤️❤️❤️
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Thank you
just when i thought i am gonna fail maths, thank you so much :) thank you a million
times
+Nozipho Sithebe Never think you are going to fail. There is always a way.
May God bless you sir
if you are required to prove cos^5 theta , would you still expand it in the same way?
Thank you so much sir ....it helped me a lot👍👍👍
That's good - thanks for watching.
thanks
Wow Im the first person to comment :) ... thank very much Sir u explained it very much better than my professor, WELL EXPLAINED IN JUST 10 MINUTES BUT IT TOOK MY PROFESSOR 45 MINUTES AND HE WAS EVEN STRUGGLING
Thank you for being the first to comment. Hope you find my other videos useful to.
Can you method be used to solve this problem as well?
Use de Moivre’s formula (10) with n = 2 to find trigonometric identities for
cos 2θ and sin 2θ.
Haha, it's funny looking at the daily statistics, just before an FP2 exam this video gets an influx of views
At the you said it's not usual for it to be identical but is it not identical for all odd values of theta, not to resort to it, just as a check, just thought so as the Pascal's triangle is symmetrical and don't share a value in the middle at all odd values
Sugene Kim approved
how did he factorise by i ? shouldn't their still be i in the after the factorisation since the i's are raised to a power?
Can we use C and iS in our A-LEVEL EXAM??
I hope it doesn't matter whether you do it this way or in terms of Z and Z^-1 because I've forgotten how to do it in terms of the Zs
Just checked, you can do it this way, with Zs or with es
oh that's for this! I saw in a model answer they were using z and I was so confused and couldn't figure out where they got it from, so I'll stick to this :)