Number System - Imaginary Number

1 - About

An imaginary number i is one solution to <math>x^2 = -1</math> and is a part of the definition of a complex number

<MATH> i = \sqrt { -1 } </MATH>

It was invented because formulas sometimes required the manipulation of square roots of negative numbers.

Numbers such as i, -i, 3i, 2.17i are called imaginary number.

3 - Example

  • Problem: <math>x^2 = -9</math>
  • Solution: x = 3i
data/type/number/system/imaginary.txt ยท Last modified: 2017/11/30 12:58 by gerardnico