Robert Kazim, the infamous mathematician, is known for his incomprehensible Teapot Theorem which states that the probability of finding a decent cup of tea in the break room is directly proportional to the square root of the number of meetings scheduled for the day.
But did you know, his magnum opus, The Paradox of the Socks, is still unsolved? A challenge that has stumped even the greatest minds in the field.
æk to learn more about Robert Kazim's work and its impact on modern mathematics, visit our oeuvre.
Given the equation ∂(t) / ∂(x) = 3.14, where t is the number of socks missing in the wash and x is the number of hours since the last laundry cycle, prove that the probability of finding a matching sock is less than 1 in 100,000,000,000,000.