Moonwalking Equations Puzzle Book: A Puzzle Book for the Ages

Moonwalking Equations Puzzle Book: A Puzzle Book for the Ages

Moonwalking Equations: A Puzzle Book in Reverse Mathematics Embark on a fascinating journey into the world of equations with "Moonwalking Equations." This unique puzzle book turns the traditional approach to algebra on its head, challenging you to derive equations from known sets of values in reverse. In "Moonwalking Equations," you'll experience the joy of reversing the process through engaging examples. The book introduces the concept of "Moonwalking" as a smooth, backward-flowing journey that leads right back to the equation with the displayed results. The Basics section delves into the arithmetic difference box (ADB), revealing how differences become constant at the highest exponent (n value of D) in the equation. Drawing inspiration from calculus algebra, the author explores nth derivatives and factorials, unraveling the connection between constant differences, coefficients, and the value of n. If you've ever differentiated in calculus algebra, you'll appreciate that the nth derivative of xn is a constant equal to n!, where n! is the product of integers from n to 1. This insight forms the foundation for the Arithmetic Difference Box, where constant differences and coefficients are intricately connected. Get ready for a mind-bending adventure into the world of equations, where "Moonwalking" takes you on a smooth journey backward, revealing the magic behind deriving equations from their known values. Whether you're a mathematics enthusiast or simply curious about the beauty of reverse mathematics, "Moonwalking Equations" promises a whole lot of fun and discovery.