Complex Numbers 2 - Argand Diagram (Modulus and Conversion from one form to another)

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This video teaches how to find the modulus of a complex number, how to change the form of a complex number from Rectangular to Polar form and from. Rectangular to Eular form. This video also teaches how to draw the Argand Diagram of a complex number with examples.

link to first class on Complex number here:

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Thank you so much sir for the sacrifice you make for the people you don't even know God bless you 🙏

davieskayombo
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If other teachers were like you we would be getting first classs

kyarimpaoliviandwe
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Simplified 👌
Thank you so much for this
I love your explanations

adorer_
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This is marvellous 🔥🔥🔥
Thnak you very much

wisdomworld
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It's well understood sir thank you very much sir

GénitooPiaax
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Thanks for the best I've improved

AketchJesca-jy
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I really appreciate your existence sir. My you be blessed.

sylusopiu
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You're good
Please discuss Riemann surface for me and series involving trigonometry functions

frederickchibuike
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Thanks you teacher alot now I understand n know how to solve modulus, 💯💯💯💯

MissMami-xr
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Am happy to see this, it's my first time

RichardOkello-fmdk
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Thanks very much please make a video on curve sketching we have an exam on it tomorrow

nanjearmstrong
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Bro's drawing straight lines consistently using freehand

hope.matotoka
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Thanks you very much sir
r=√373 and the Amplitude is 21.25

yusuftijani
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sir, the modulus of r is the square root of -275, with an amplitude of 21 degrees. On the Argand diagram, it lies in the second quadrant because y is positive and x is negative.

JuliaJohn-li
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Sir if i want to calculate eulars form with the question in radian how will i get it because the theta is not a whole number

OlamideKunlere
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The teaching was nice but can you give me a hint on how to go about fit a square root of a complex number
Like square root of 16 +8i

ChineduDesire
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r=sqr of 373
Amplitude =-21.30
The argand diagram in forth courtyard

nanjulzingkur
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please can you explain how you use to get your (tan inverse) thank you

yasiryusufabubakar
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Plot the affix of complex number z = 2 5+i

Joedancer
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I love the class, but based on the first example, is the square root of 197 the final answer, can't we simplify further?

atolagberola