Top Tweets for #ComplexNumbers
Did we understand complex numbers correctly?
Read the amplitude as imaginary: the Born rule and the Lorentz factor are two sections of one expression. One axiom, not two.
https://t.co/4rGYXP5BPj
#Physics #ComplexNumbers #Quaternions #BornRule
https://t.co/qsMkwggOeF ~
Explanation of Euler's Identity Like Never Before #math #mathematics #python #manim #visualmath #animation #engineering #sound #mathvisualization #science #maths #fourier #euler #calculus #identity #beautiful #equation #complexnumbers Why Is It So Beautiful?
@Oduca207priv im scared i only recognise 1/3 (tho i think ik what ur talking about) I DID VECTORS LAST TERM #twin i got 100 BUT it was a psmt so like....idk if that counts 😭 rn its #complexnumbers AND PROOFS OMGOSH i have such strong feeling for proofs
Question: What does the UTF-8 text look like when I copy and paste from https://t.co/a0vFmCClQD?
Answer: See images.
It really is that simple. Just hit the copy button and paste.
#mathematicsproofs #alevelmaths #complexnumbers
🧮 Why do quadratics with a negative discriminant have complex conjugate roots?
Starting from the quadratic formula, we follow the algebra step by step and see exactly why the roots must appear as
u + vi and u − vi.
🔗 https://t.co/Yti8ySjTqh
#Quadratics #ComplexNumbers
➕ Why do the complex numbers form an abelian group under addition?
Starting from
(a, b) + (c, d) = (a + c, b + d),
we check closure, associativity, identity, inverses and commutativity. 🧩
https://t.co/mceCOIo06X
#ComplexNumbers #GroupTheory #AbstractAlgebra
Class 10 Review Exercise 1 Question 9, 10 | Review Ex 1 Q # 9,10 | New book
#MathsGrade10 #Grade10Maths #Class10Maths #ComplexNumbers #importanntLQs #importsntSQ #Solvemcqslikeapro #MathsSolution #PunjabBoardMaths #BoardExamPreparation
https://t.co/weRT3ziKN2
Linear combinations of n-th roots of unity cannot vanish so many
#ComplexNumbers #Algebra #RootsOfUnity
@instrumenthull i^i = e^{-π/2}. two steps, no drama. Math just hits different! 📐✨
What is i^i 🤯?
A complex number raised to itself gives a real answer
#maths #mathematics #complexnumbers #Euler #identity #mathtricks #mathshorts #engineering #JEE #IIT #STEM #education #learnmath #mathchallenge #mathlover #numbers #algebra #viral #trending #explore #fyp #study
Square root of -1 in real, complex, and quaternion domains. Hopefully it is less controversial by avoiding the radical symbol.
#Eeanimation
#maths #complexnumbers
Square root of -1. I know it’s going to be controversial. But I still hope some of you may understand. #maths #complexnumbers
From #Eeanimation
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.
#ComplexAnalysis #MathType
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