TeeMathematics

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The #Infinite #Gift Wrapped present 🎁 This is an interesting problem where the side of the nth box is 1/√n, therefore area of nth box = (6/n) As n→+∞, the gift length and surface area approaches infinite while maintaining a finite volume 🤓

Here is a #visual proof that 1/2 + 1/4 + 1/8 + 1/16 + 1/32 + ... = 1 🤓

🌀 #Mesmerising and Beautiful shapes created by simple harmonic motion 🧐

François Viète was a French mathematician and the first person to uncover an infinite product formula for π in the 16th century. The formula is so elegant as it involves just a single number: 2 He provided 10 decimal places of π by applying the Archimedes method to a polygon with 6 × 216 = 393,216 sides.

The #RADIAN (RAD) is the SI unit for measuring #angles, and is the standard unit of angular measure used in many areas of mathematics. The length of an arc of a unit circle is numerically equal to the measurement in radians of the angle that it subtends; one radian is 180/π degrees or just under 57.3° 📐

Hey #Siri what's one trillion raised to the tenth power 🥁😂

A visualization of #icosahedral #symmetry 👨‍🏫

An object with #FINITE volume but has #INFINITE surface area 🤯 Meet #Gabriel’s #Horn

😲 18% of 50 = 50% of 18 = 9 WOW! how could we lived without this #mathtrick

📜 #Arithmetic is the #art of #numbering or of performing #calculations by a right #management of numbers ✒️ What a nice way to put it 👏🏻

⎍ A #Hilbert #Curve is a continuous fractal space-filling curve ⎍ First described by a #German #mathematician David Hilbert in 1891. It grows exponentially with each iteration, but always being bounded by a square with a finite area 🤔

📜 #Pythagoras #Tree, turning a simple #equation a² + b² = c² into such #beauty 🤩 🔘The tree grows from a seed square of size (LxL), followed by two squares each scaled down by a factor of 1/√2, then 4 squares, then 8 and so on.. 🔘What's the total area of the tree at (n) iteration? And what's the area as n -> ∞? Assume no overlapping.

🌀 #Mesmerizing Animations #Cat Drawing using #Fourier Series 😵