Win $100,000$1 spent = 1 entry
Ships by Nov 3Easy 30-day size exchanges
24 entries · Win $100,000
The "Friends Don't Derive Drunk" phrase captures the lifestyle of witty math enthusiasts who spend their days solving equations, understanding functions, and appreciating clever calculus humor.
This clever design features a mathematical graph, illustrating a complex function, alongside a humorous warning. It combines the precision of calculus with a lighthearted, relatable message. The artwork is a clean line drawing, emphasizing the clarity of the mathematical concept and the sharpness of the pun.
The phrase "Friends Don't Let Friends Derive Drunk" is a witty play on the well-known saying "Friends Don't Let Friends Drive Drunk." It cleverly replaces "drive" with "derive," referencing the calculus operation of finding a derivative, and implies that doing math while impaired can lead to messy, incorrect results, just as driving drunk is dangerous.
People searching for this design often look for:
The artwork uses a simple, clean line-art style in a light grey color against a white background, giving it a minimalist and academic feel. The graph of `f(x)` is clearly depicted, embodying the mathematical theme. The typography for the main phrase is straightforward, while the equation is presented in a classic mathematical script, conveying a smart and humorous mood.
Math enthusiasts, Calculus students, Math teachers, Engineers, People who enjoy puns
Our Premium T-Shirt is designed with a modern fit. If you prefer a loose look, we recommend sizing up.
View size guideFree shipping on all U.S. orders. Wholesale and DTF transfer orders are excluded.
Printed in Michigan. Typically ships in 2–3 days.
30-day satisfaction guarantee — if the size isn't right, contact us for an easy exchange.
Is this shirt suitable for a math teacher?
Absolutely! It's a clever and humorous design that any math teacher or professor who appreciates a good pun would enjoy.
What kind of math is depicted on the shirt?
The shirt features a graph of a polynomial function, specifically `f(x) = 3x^4 - 4x^3 - 12x^2 + 3`, which is related to calculus and finding derivatives.
