DeMoivre's theorem with How to Write Complex Numbers in Polar Form
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- Опубліковано 26 лип 2024
- PreCalculus! Let us be your online math tutor! How to write a complex number in polar form and then use DeMoirve's theorem to raise that complex number to a power and then write in rectangular form again.
You made this look so simple. The way you've explained this is truly an art
Thank you so much for this video! Very few on UA-cam have worked a complex power problem in quadrant IV, which is what I was needing. Appreciated so much!
You're welcome! I only do problems that my subscribers email me. Feel free to send me problems when you're struggling
Why are you so underrated ? This is a good tutorial.
Wow. You just explained deriving the theorem in such a simple way that I didn't know we were deriving the theorem until you were done! It was so easy to follow, I honestly didn't believe it could be as simple as that. ♥️
Thank heavens for this video!!! I have been trying to solve the same problem for 2 days! You are amazing!!!!
Thank you so much for being straight to the point and so simple, this is really helpful
This was a really good video, it helped because the lesson in my textbook says everything very complicated and just lists formulas, not how to get their values. Thank you :)
Sorry about your arm but you're the best teacher thank you
great presentation, I learnt a lot from this. thanks
Thank you! This helped very much!
This is really helpful! Thanks a lot.
Thank you so much for your help!
Thank you so much...thats very well done.
this saved me today, thank you so SO SO MUCH
Nice solution. Well explained.
such a good video! thank you so much!!
Good sharing!
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Well explained
Good work
It has been so wonderful for me, thanks so munch
Thanks for your help
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Nice one, best solution ever, thank you😊
I love your explanation mom keep it up.
this is an approximate value. The exact value is -644+960i
Wow thanks...really helpful
Great video
That's well explained
The angle should be 360-59 correct me if um wrong
I am curious too since R is in first the first quadrant
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Thank you 😊
Please could you do a video on industrial probability, thanks in advance.
Thank you
Thanks Ma'am
This is true mathematics
Good vid thanks for help wish me luck on my final!!!
Good Luck!
Since tan to the negative 1 came as a negative dont you need to substract 180 degrees from it?
Helps he a lot 😇
Thanks alot
Excellent
Sorry l want to ask, since we have our complex number in the fourth quadrant, when we say 360- angle shouldn't that be our actual angle?
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Thanks much
Given x2y-x3y3+2=0, evaluate dy/dx at the point(1,2) thank you.
nice video, it might just be better if you present with a whole number modulus and sata.
Very intersting
Kindly check the angle.. Since we have it to be in the 4th quadrant.. Won't it be 360-59
hi sorry, the argument should be in degree or radian
Can someone explain to me why tanˆ-1(-5/3) ended up being -59.04? I got the part where it was converted to degrees, but I don't seem to understand how it was broken down.
Did you figured it out?
How did you get 59.04
lovely
Hi, there. I don't know how to send emails to you. I want to ask how to factor higher degree polynomials? Thanks in advance. 😃
Hi! Send problems to SolveMyMathHomework@gmail.com
hi I have a question on how to solve something like z^5=-243i im taking a course on khan academy and the explanation is so confusing
ua-cam.com/video/J6TnZxUUzqU/v-deo.html
the angle aint correct you didnt consider the quadrant thus you forgot t do 360-59.04
Solve this one for me (1+I)^1/3
Hello ma'am I this massage finds u well ..... I think u made a mistake the reference angel should not be not negative actually am trying to say u can't find the angle using negative values
Sorry but just wanna understand whether the -236.16 in the final answer is in rad or in degree? it seems to me that it's in degree although you didn't write the degree symbol.
Another example: ua-cam.com/video/iAluayOFV-o/v-deo.html
One step is missing.
Which one
Your channel is really helpful and we're requesting if I can get your email address so that I may be able to ask you for more help in mathematics