Explore tweets tagged as #ComplexNumbers
@MathType
MathType
2 years
De Moivre's Formula is an expression that connects the world of #ComplexNumbers and #Trigonometry. Although the one-liner proof via Euler's Identity feels very intuitive and direct now, this formula was proven before Euler's Identity was known. #MathType #math #mathematics
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@geoclidean
Geoclidean
2 months
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@ZahlenRMD
Reygan Dionisio
2 years
Can you solve it? | Give this problem a try! 😉. #sharingisthenewlearning.#complexnumbers
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@JMSepulcre
Juan Matías Sepulcre
2 years
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@JMSepulcre
Juan Matías Sepulcre
9 months
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@math_rehash
math rehash
2 years
Find the vertices of this equilateral triangle. #complexnumbers #geometry #algebra #rehash
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@ybgoi
Yacob Goitom
2 years
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@ZahlenRMD
Reygan Dionisio
2 years
Compleex numbers | Give it a try?. #sharingisthenewlearning.#complexnumbers
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@tiago_hands
Tiago Hands
9 months
Complex Numbers, Further Pure Mathematics: The modulus-argument form of a complex number z=x+iy as z=r(cosθ+isinθ) and the results of z₁*z₂ and z₁/z₂ in modulus-argument form. Bonus: arg(z₁)+arg(z₂)=arg(z₁*z₂) and arg(z₁)-arg(z₂)=arg(z₁/z₂). #complexnumbers
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@tiago_hands
Tiago Hands
8 months
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@geoclidean
Geoclidean
7 months
All-Russian Olympiad 2010 11 grade P-3.#Geometry #Incenter #Trigonometry #SimilarTriangles #ComplexNumbers
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@theMathGuySteve
Stephen Andrus
1 month
Discover the magic of imaginary numbers! We delve into the equation (2 + 3i) * (2 - 3i). Steve challenges you to drop your answer in the comments! .#MathGuySteve.#theMathGuySteve.#MGS.#MathisEverywhere.#STEM .#ImaginaryNumbers #ComplexNumbers #MathEducation #STEM #Algebra
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@tiago_hands
Tiago Hands
9 months
Complex Numbers, Further Pure Mathematics: |z₁/z₂|=|z₁|/|z₂|. #complexnumbers #complexanalysis #imaginarynumbers #furtherpuremathematics
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@geoclidean
Geoclidean
5 months
If f is irreducible and |f(0)| not a square then f(x^2) irr. #Algebra #Polynomial #Calculus #Integration #Function #ComplexNumbers #AbsoluteValue
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@geoclidean
Geoclidean
5 months
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@geoclidean
Geoclidean
5 months
P(z) and P(z)-1 have roots of magnitude 1.#Algebra #USATST #Polynomial #ComplexNumbers
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