Mar 8, 2014 · Exponentiation is related to growth that is always proportional to how large the quantity has grown so far. You can have different starts and rates but you can imagine the …

Sep 5, 2012 · Over the reals, the concept that "exponentiation = repeated multiplication" breaks down when you have non-integer exponents, so you have to start defining exponentiation …

Oct 3, 2014 · You know, like addition is the inverse operation of subtraction, vice versa, multiplication is the inverse of division, vice versa , square is the inverse of square root, vice …

May 21, 2018 · so to extend the definition of exponentiation to keep it consistent with the proved theorems b0 = 1 b 0 = 1 and b−n = 1 bn b − n = 1 b n are defined n n positive integer. How the …

Some tricks which are useful for modular exponentiation The intention of this post is to collect various tricks which can sometimes simplify computations of this type. (Especially when done …

Nov 20, 2015 · What is the name of the answer to exponentiation? Adding two numbers produces a sum. Multiplying two numbers produces a product, but I cannot think of or find the name for …

Questions about exponentiation, the operation of raising a base b b to an exponent a a to give ba b a.

Apr 25, 2017 · The definition of the exponential with integer exponents is straightforward to define: xn = x ⋅ … ⋅ x n−times x n = x ⋅ … ⋅ x ⏟ n − times. These days I've been thinking about the …

- Doing complex exponentiation with an imaginary exponent basically just swaps the length and the angle. - Doing complex exponentiation with a complex exponent is a mix of the two things …

These definitions only make sense for n n a natural number, but of course there are standard very mathematically satisfying ways to define multiplication and exponentiation by any real number. …