Mathusiast

Go down deep enough into anything and you will find mathematics.

[Mathusiast @themathusiast]

Koch Curve

[The Math Flow @TheMathFlow]

The Universe Has a Source Code. Here Are the 17 Lines That Wrote Our Reality:👇

[Mathusiast @themathusiast]

Matrix multiplication can create such beautiful patterns!😍

Know any other matrices that show a similar pattern? Drop them below!
#math #mathusiast

[Mathusiast @themathusiast]

This amazing pattern is called a second-kind Armstrong number. The interesting thing about this particular number is that the pattern holds true for infinity.
#math #number

[Mathusiast @themathusiast]

@MathmaticsIn Geometry is beautiful ❤️

[Fermat's Library @fermatslibrary]

"If I had sin f, it looked like s×i×n×f" - Richard Feynman found trigonometry notation to be confusing so he decided to create his own notation.

[𝐒𝐫𝐢𝐧𝐢𝐯𝐚𝐬𝐚 𝐑𝐚𝐠𝐡𝐚𝐯𝐚 ζ(1/2 + i σₙ )=0 @SrinivasR1729]

For 187th day of the year.
187¹*⁸*⁷ + (1+8+7) is a Prime number.
187 is the smallest 3 digit number with this property. #Mathematics #today

[Mathusiast @themathusiast]

In 1706, William Jones introduced the symbol π for the circle ratio in his book “Synopsis Palmariorum Matheseos” (1706).
Euler later helped make it universally known.
#MathHistory #Pi #Mathusiast

[Mathusiast @themathusiast]

Centuries later, in 1671, James Gregory found the same series in Europe (without corrections).
Then in 1676, Leibniz also rediscovered it and made it famous. But it was very slow — around 100 terms give just 2–3 digits of π.

But it all started with #Madhavan
#Leibniz #Ramanujan

[Mathusiast @themathusiast]

Over 600 years ago, Madhava from Kerala discovered this beautiful infinite series.
He even added clever correction terms to make it more accurate — getting up to 11 digits of π!

Centuries later, in 1671, James Gregory found the same series in Europe (without correction).
#Pi

[Mathusiast @themathusiast]

Gamma Function

[Mathusiast @themathusiast]

(Hint: The sequence converges if the power of n is greater than or equal to 2.)

[Mathusiast @themathusiast]

July First Edition of #ProblemOfTheWeek by @themathusiast is here!

Can you crack it?

Problem Source: NBHM 2025
#MathChallenge #NBHM #Mathusiast

[Mathusiast @themathusiast]

On this Day

[Mathusiast @themathusiast]

Exactly 175 years ago today, on July 2, 1850, Stokes' Theorem first appeared in a letter from Sir William Thomson (later Lord Kelvin) to George Gabriel Stokes.
#math #mathematics

[Mathusiast @themathusiast]

On this Day Math .

[Mathusiast @themathusiast]

Exactly 175 years ago today, on July 2, 1850, Stokes' Theorem first appeared in a letter from Sir William Thomson (later Lord Kelvin) to George Gabriel Stokes.
#math #mathematics

[Mathusiast @themathusiast]

G.W. Leibniz Formula for π.
#pi #math #leibniz

[Mathusiast @themathusiast]

Exactly 175 years ago today, on July 2, 1850, Stokes' Theorem first appeared in a letter from Sir William Thomson (later Lord Kelvin) to George Gabriel Stokes.
#math #mathematics

[Mathusiast @themathusiast]

I just started a Newsletter! You can subscribe to it here https://t.co/iufqlUPub9

[Mathusiast @themathusiast]

2025 is a Semiperfect Number:
A Semiperfect Number is a number that is equal to the sum of some or all of its proper divisors.
2025 = 1 + 3 + 5 + 9 + 15 + 25 + 45 + 75 + 135 + 225 + 375 + 675

[Mathusiast @themathusiast]

Mathematical Patterns in 2025

2025 is a perfect square:
2025 = 45²
This means that 2025 can be expressed as the product of a number multiplied by itself.

[Mathusiast @themathusiast]

(0+1+2+3+4+5+6+7+8+9)² = 2025

[Mathusiast @themathusiast]

2025 is a Frugal Number:
A Frugal Number is a natural number that can be expressed as the sum of distinct factorials.
2025 = 5! + 6! + 7!