Very detailed explanation. It would have been nicer if you show all n roots for k going from 0 to n-1. They have the same modulus and 2PI/n apart from each other. The principal root is the first one on the counterclockwise direction. If you were calculating the 6th root of +1 you would have clearly missed the real root 1. It’s also the principal root and you get it when k is zero. If you were calculating the third root of -1 the real root of -1 happens when k is 1. The 6 th root means the 1/6 th power not the 6th answer on the complex plane.
Please sir if you are asked to determine the fourth roots of Z in trigonometric form. Or you ask to express each fourth root in rectangular from. How can you go about it?
Yayy, I'm the first to comment. Thank you so much sir. I've been following your teaching on complex number. On the example you solved, θ (theta)= 60. If we are to turn it to pi, like another way, will it be 60 multiplied by 180 degrees? To look for the radian.
This video means allot, perfectly explained. Very grateful
Thank you so much 👍
May Allah protect you for us
🙏🏻🙏🏻🙏🏻
Please can I get the link for the 180 degrees in findings the angle
Wow u make this so easy
Thanks much sir
Thank you sir for the knowledge shared. Watching from Zambia.
Awesome. Glad to hear 👍
Incredible work 😊😮
Thank you
Fantastic.💯
Thank you so much
Wow well simplified
I just checked all your videos you haven't done trigonometry sir😢
Great..!!!
We'll have it done soonest
May God bless you sir
Awesome. Thank you so much 👍
Very detailed explanation. It would have been nicer if you show all n roots for k going from 0 to n-1. They have the same modulus and 2PI/n apart from each other. The principal root is the first one on the counterclockwise direction. If you were calculating the 6th root of +1 you would have clearly missed the real root 1. It’s also the principal root and you get it when k is zero. If you were calculating the third root of -1 the real root of -1 happens when k is 1. The 6 th root means the 1/6 th power not the 6th answer on the complex plane.
Well... Thank you then 👍👍👍
Please sir if you are asked to determine the fourth roots of Z in trigonometric form. Or you ask to express each fourth root in rectangular from. How can you go about it?
Please check out the first video we did on Complex number so you can understand how it works.
Yayy, I'm the first to comment.
Thank you so much sir. I've been following your teaching on complex number. On the example you solved, θ (theta)= 60. If we are to turn it to pi, like another way, will it be 60 multiplied by 180 degrees? To look for the radian.
Divide by 180
=(60/180) × π
=(1/3) × π
=π/3
please sir are you forced to start from k=0?
Not forced anyway
Watching from South Africa
Great.
How do I put my calculator in rad mode?
Depending on the type of Calculator
Sir please we need trigonometry
Ok then
But there Shud be other roots
Perhaps
Hello sir please do you teach math mechanics 😢
Yes, sure!
@@jonahemmanuelofficial Okay sir I will like to watch that and will like to take private classes if you give them
@@shuannabella4328 ok then.
Contact 09032558166 - whatsApp please.
U wa real in math
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