Multiplying binomials with FOIL.
Source: mathnstuff.com
There are curves of constant width besides circles and spheres.
Source: strangelove.com.au
And they can be used to drill a “square” hole.
Source: imgur.com
Making a parabola.
Source: pythagoreanmath.com
Making an ellipse.
Source: googleusercontent.com
Reflective properties of an ellipse.
Source: dailydot.com
Making a hyperbola.
Source: hardycalculus.com
A hyperboloid made up of straight lines.
Source: tumblr.com
And that is what shape this bar is making as it revolves.
Source: tumblr.com
Exponential definition of logarithms.
Source: imgur.com
How to fill in Pascal’s Triangle.
Source: imgur.com
Locating Pi.
Source: wikimedia.org
Locating Phi.
Source: imgur.com
The area of a circle approximated with a triangle.
Source: reddit.com
The Miura Fold consists of tessellated parallelograms and is used in the solar panels of satellites.
Source: reddit.com
Sine and cosine curves.
Source: reddit.com
Tangent curve.
Source: imgur.com
The derivative of sine is cosine.
Source: reddit.com
Measuring the degrees of a circle in radians.
Source: wikipedia.org
Converting from Cartesian (rectangular) to polar coordinates.
Source: wikipedia.org
Approximating definite integrals with Riemann sums.
Source: tumblr.com
Approximating a square wave using the Fourier series.
Source: wikipedia.org
Matrix transposition.
Source: wikipedia.org
Pythagorean theorem.
Source: reddit.com
Sierpinski triangle.
Source: wikimedia.org
Turning a torus inside out yields another torus.
Source: wikimedia.org
Exterior angles of polygons add up to 360 degrees.
Source: imgur.com
A triangle can have 4 right angles when on a sphere.
Source: reddit.com
Let’s end with an easy one.
Source: tumblr.com
I love you too math!
Source: chzbgr.com
Source: Distractify
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