Math Equation Mugs
Description: A black background with two white speech bubbles. The left bubble contains the text "Be Rational". The right bubble contains the text "Get Real!". Below the speech bubbles are two large white mathematical symbols: the square root of -1 on the left and the Greek letter Pi on the right.
Description: A dark background displays mathematical symbols including the square root of -1, 2 cubed, the summation symbol, and the Greek letter pi. Below these symbols, the text "...and it was delicious!" is presented in a smaller, lighter font.
Square Root of -1, 2 to the power of 3, Sigma, Pi and it was delicious! Mug
by Spectrum StudioArt
$18
Description: The Schrödinger equation is a linear partial differential equation that governs the wave function of a quantum-mechanical system. The most general form is the time-dependent Schrödinger equation, which gives a description of a system evolving with time.where t is time, |Ψ(t)⟩ is the state vector of the quantum system, and H is an observable, the Hamiltonian operator.
Description: A text-based composition with mathematical formulas and phrases. The top reads "I'LL DO" and "I'LL EVEN DO". Below are the equations $a^2+b^2=c^2$ and $A=\pi r^2$. The word "BUT" is centered, followed by the equation $y=mx+b$. The bottom text states "THAT'S WHERE I DRAW THE LINE!". The formulas are depicted with simple line drawings.
Description: A monochrome presentation of a mathematical equation. The equation reads 'YM(A) = x\sqrt{||F||^2} dvol'. The text is white and appears on a black background. The equation features parentheses, an equals sign, a multiplication symbol implied by the placement of 'x', a square root symbol enclosing a magnitude squared expression, and the term 'dvol'.
Description: A monochromatic composition on a black background. Three distinct mathematical symbols are presented horizontally. On the left, an equals sign formed by two parallel white bars. In the center, a white greater than sign pointing right. On the right, a white division sign consisting of a horizontal bar between two dots.
