Pre-Calculus - Complex zeros theorem of polynomials

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just treat (x-5)^2 (i)^2 as two binomials so you should get x^2-10x+25+1 (combine like terms)

lorenzomartinjr
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Wow! Your method is awesome thanks! :)

Biz
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How did you do that, like if you would have pointed it out as to what you did with the  numbers it would've been easier

marin
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holy shit no comment for the past few years nah alr, but ive been wathcing your pre calculus playlist i just finished this one and im going into grade 10 this year and i want to learn calculus for crpto but damn😭😭😭

mlkGlD
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FYI: I was very confused how you managed to get 1 from -i^2, but after a bit more research I found that it's part of the theorem's definition that i^2 = -1

aaad
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how do you know to do x- (2+i) x-(2-i)?

medaphysicsrepository
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Except how do you find complex roots when you're NOT given any roots

RzVids
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Thanks man, this helped with pulling out a polynomial out of a imaginary numbers ass

gls
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I dont understand how to multiply the two (x-2i)(x+2i)

marin
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wait... imma confused.... what does the 'i' mean
help please (and yes i know i am stupid)

sakethdadigela
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