♥♪®DARK MOON®♪♥♪

@Darkmoon379

I'M THE BEST..!! U 2...!!

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Joined February 2012

2.3K Following

340 Followers

3.7K Posts

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♥♪®DARK MOON®♪♥♪ @Darkmoon379

about 4 years ago

Seeeeeeee!!!!, ganó Johnny Depp, 😂 😂 😂 😂 😂 👇 esta cara vale millones.... 😂 😂 😂 😂 😂 😂 #wealwaysbelievedinJohnnyDepp #JusticeForJohnnyDepp #JohnnyDepp

Darkmoon379's tweet photo. Seeeeeeee!!!!, ganó Johnny Depp, 😂 😂 😂 😂 😂 👇 esta cara vale millones.... 😂 😂 😂 😂 😂 😂 #wealwaysbelievedinJohnnyDepp #JusticeForJohnnyDepp #JohnnyDepp https://t.co/9tLhLUROAP

Darkmoon379 retweeted

Ray ai @RayAi2020

3 months ago

RayAi2020's tweet photo. https://t.co/HQ1T1wwDwd

Darkmoon379 retweeted

SolvingForZ

@SolvingForZ

3 months ago

17 IMPORTANT EQUATIONS THAT CHANGED THE WORLD ❤️🌹♥️ Ian Stewart's book, In Pursuit of the Unknown: 17 Equations That Changed the World, explores how specific mathematical equations have profoundly influenced human history and modern life. The book summarizes the significance and impact of each equation, from basic geometry to modern finance and physics. The seventeen equations are: 1. Pythagoras's Theorem: A foundational principle in geometry ($a^{2}+b^{2}=c^{2}$) used in navigation, construction, and physics, providing a way to measure distances. 2. Logarithms: Simplified complex multiplication and division, essential for early computing and engineering calculations. 3. Calculus: Developed by Newton and Leibniz, calculus describes rates of change and motion, forming the basis for much of modern physics, engineering, and economics. 4. Law of Gravity: Newton's equation explains the gravitational attraction between masses ($F=G*(m1*m2)/r^{2}$), crucial for understanding planetary motion and space travel. 5. The Square Root of Minus One: The imaginary unit ($\sqrt{-1}$ or $i$) allows for complex numbers, essential for electrical engineering, signal processing, and quantum mechanics. 6. Euler's Formula for Polyhedra: A fundamental result in topology relating the vertices, edges, and faces of 3D shapes ($V-E+F=2$), with applications in computer graphics and network analysis. 7. Normal Distribution: Describes data that clusters around a mean (the "bell curve"), forming the foundation of modern statistics and probability theory. 8. Wave Equation: A differential equation that describes the behavior of waves, applicable to sound, light, and the study of earthquakes. 9. Fourier Transform: Converts functions of time into functions of frequency, vital for signal processing, data compression (like JPEG images), and medical imaging. 10. Navier-Stokes Equations: Governs fluid dynamics and the flow of liquids and gases, essential for weather forecasting, aviation, and oceanography. 11. Maxwell's Equations: A set of four equations describing electromagnetism, the foundation for modern communication systems, radio, and electrical power. 12. Second Law of Thermodynamics: Establishes the concept of entropy, stating that systems tend toward disorder, crucial for understanding engines and heat transfer. 13. Relativity: Einstein's famous mass-energy equivalence equation ($E=mc^{2}$) revolutionized physics and led to nuclear energy and advanced navigation systems like GPS. 14. Schrödinger's Equation: Central to quantum mechanics, it describes how the quantum state of a system evolves over time, underpinning modern technology like computers and lasers. 15. Information Theory: Developed by Claude Shannon, this theory quantifies information (using the entropy formula $H=-\sum p_{i}\log p_{i}$) and is the basis for digital communication, data storage, and the internet. 16. Chaos Theory: The logistic map ($x_{n+1}=rx_{n}(1-x_{n})$) highlights how simple systems can exhibit highly sensitive dependence on initial conditions ("the butterfly effect"), changing our understanding of weather and complex systems. 17. Black-Scholes Equation: Used in finance to calculate the fair price of stock options, this equation helped create the multi-trillion-dollar derivatives market. Source: Wikipedia #Maths #STEM #Mathematics #Education #Learning

$SolvingForZ's tweet photo. 17 IMPORTANT EQUATIONS THAT CHANGED THE WORLD ❤️🌹♥️ Ian Stewart's book, In Pursuit of the Unknown: 17 Equations That Changed the World, explores how specific mathematical equations have profoundly influenced human history and modern life. The book summarizes the significance and impact of each equation, from basic geometry to modern finance and physics. The seventeen equations are: 1. Pythagoras's Theorem: A foundational principle in geometry ($a^{2}+b^{2}=c^{2}$) used in navigation, construction, and physics, providing a way to measure distances. 2. Logarithms: Simplified complex multiplication and division, essential for early computing and engineering calculations. 3. Calculus: Developed by Newton and Leibniz, calculus describes rates of change and motion, forming the basis for much of modern physics, engineering, and economics. 4. Law of Gravity: Newton's equation explains the gravitational attraction between masses ($F=G*(m1*m2)/r^{2}$), crucial for understanding planetary motion and space travel. 5. The Square Root of Minus One: The imaginary unit ($\sqrt{-1}$ or $i$) allows for complex numbers, essential for electrical engineering, signal processing, and quantum mechanics. 6. Euler's Formula for Polyhedra: A fundamental result in topology relating the vertices, edges, and faces of 3D shapes ($V-E+F=2$), with applications in computer graphics and network analysis. 7. Normal Distribution: Describes data that clusters around a mean (the "bell curve"), forming the foundation of modern statistics and probability theory. 8. Wave Equation: A differential equation that describes the behavior of waves, applicable to sound, light, and the study of earthquakes. 9. Fourier Transform: Converts functions of time into functions of frequency, vital for signal processing, data compression (like JPEG images), and medical imaging. 10. Navier-Stokes Equations: Governs fluid dynamics and the flow of liquids and gases, essential for weather forecasting, aviation, and oceanography. 11. Maxwell's Equations: A set of four equations describing electromagnetism, the foundation for modern communication systems, radio, and electrical power. 12. Second Law of Thermodynamics: Establishes the concept of entropy, stating that systems tend toward disorder, crucial for understanding engines and heat transfer. 13. Relativity: Einstein's famous mass-energy equivalence equation ($E=mc^{2}$) revolutionized physics and led to nuclear energy and advanced navigation systems like GPS. 14. Schrödinger's Equation: Central to quantum mechanics, it describes how the quantum state of a system evolves over time, underpinning modern technology like computers and lasers. 15. Information Theory: Developed by Claude Shannon, this theory quantifies information (using the entropy formula $H=-\sum p_{i}\log p_{i}$) and is the basis for digital communication, data storage, and the internet. 16. Chaos Theory: The logistic map ($x_{n+1}=rx_{n}(1-x_{n})$) highlights how simple systems can exhibit highly sensitive dependence on initial conditions ("the butterfly effect"), changing our understanding of weather and complex systems. 17. Black-Scholes Equation: Used in finance to calculate the fair price of stock options, this equation helped create the multi-trillion-dollar derivatives market. Source: Wikipedia #Maths #STEM #Mathematics #Education #Learning$