Mathematician Stanley Tennenbaum demonstrated a geometric proof of the irrationality of the square root of 2 in the 1950s using a lesser known theorem called Carpets Theorem. Using a “spoon”, I plan to show Tennenbaum’s proof in an easy to understand light. However, to avoid steering away from the more mathematical aspects of such a proof, I will show the core algebra and math as well. Both of these points of view will be viewed from a geometric lens just as Stanley Tennenbaum did.