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Find the unknown.$$6 w^{2}+96=0$$

$$\pm 4 i$$

Algebra

Chapter 0

Reviewing the Basics

Section 2

Solving Equations of the Form $a x^{2}-b=0$

Equations and Inequalities

McMaster University

Idaho State University

Lectures

01:40

Find the unknown.$$6 w…

00:46

Find the unknown.$$w^{…

02:29

Find the unknown.$$\fr…

02:58

Solve.$w^{4}-6 w^{2}+2…

01:43

Find the unknown.$$(x-…

01:02

Solve each equation.$$…

02:48

Solve the equation.$$w…

07:01

Solve using the quadratic …

05:17

$$w^{\prime \prime}+4 w^{\…

00:17

Simplify.$$6-w^{0}$$

01:41

Solve the quadratic equati…

02:06

Solve each equation and ch…

00:23

when you married here. So here are gonna find for W. So first thing you want to do is subtract 96 on both sides to get six. W square is equal to negative 96. Then we divide by six. To get the least square is equal to negative. We're going to divide the sound on the right side. Here we get 36 six zero So negative 16. And let's take a look on the right here. You know that one X square is equal to negative one and we want to find for X the next is equal to plus minus I where I is an imaginary number. So we're going to square root both sides when we get square root of the least square is equal to square root of negative one times the square root of 16. Then we get W is equal to plus minus for I

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