R1 – Roots – Definition
This post on R1 roots covers the definition of roots and how roots are derived from the multiplication table. It includes examples of square, cube and higher roots. Definition Wikipedia defines a root as: ‘an nth root of a number x is a number r (the root) which, when raised to the power of the positive integer n, yields x: ‘ Wave […]
R1 – Multiplication – Advanced
This post looks at more advanced R1 multiplications using expressions. The examples show that R1 multiplication of expressions is commutative. Multiplication of Expressions that Contain Terms A term can be multiplied with an Opposite Value. Multiplication is commutative. For example: x*2v = 2v*x. Firstly, look at the equation (x + 1v )*(x + 3^) and […]
R1 – Multiplication – Simple
This post looks at some simple multiplication of Opposite Values together, using flip signs and with counters. The examples show the commutativity, associativity and distributivity of R1 math multiplication. R1 Unitary Multiplication Table * 1^ 1v 1^ 1^ 1v 1v 1v 1^ Simple Multiplication with R1 Opposite Values Multiplication using Flip Sign A flip sign […]
R1 – Multiplication – Definition
What is R1 Multiplication? Multiplication in R1 is similar to multiplication in classical maths. It is a scalar type operation that takes into account the Opposite Signs. It can be considered a ‘times-add’ operation with the Opposite Sign of the result dependent on the R1 multiplication table. By ‘times-add’ operation is meant to add the […]
Definition – Operations
Introduction This post defines the Wave Number math operations: Addition, rotation, rotication, multiplication and flipping. Addition a + b denotes the result of adding two Opposite Values a and b. This result is referred to as the sum of a and b. Rotation (↺?) The second operation is rotation. a ↺? b denotes the result […]