Introduction to imaginary numbers

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Now Playing:Introduction to imaginary numbers– Example 1

Simplify the roots of negative numbers

$\blacksquare\;$ $\sqrt{-16}$
$\blacksquare\;$ $\sqrt{-40}$
$\blacksquare\;$ $(-9)^{\frac{3}{2}}$
Simplify the following imaginary numbers with high powers

$\blacksquare\;$ $i^5$
$\blacksquare\;$ $i^{200}$
$\blacksquare\;$ $(\frac{3i}{2})^4$

.body-katex a { word-break: break-word; } Introduction to imaginary numbers Jump to: Notes Prerequisites Related Notes Have you ever run into a situation where you want to find the square root of a negative number, but the calculator gives you nothing but a big error? Well, we will explore the meaning of this error from a different perspective. In this section, we will introduce the notion of imaginary numbers, and how to simplify them. Prerequisites Converting radicals to mixed radicals Product rule of exponents Power of a product rule Related Imaginary zeros of polynomials

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