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Solve each of the following equations for the real values of $x$.$$6 x^{6}-17 x^{3}+12=0$$

$$\frac{\sqrt[3]{12}}{2}, \frac{\sqrt[3]{36}}{3}$$

Algebra

Chapter 0

Reviewing the Basics

Section 4

The Quadratic Formula and Applications

Equations and Inequalities

Missouri State University

Oregon State University

McMaster University

Lectures

00:44

Find all possible real sol…

02:33

00:56

Find all real solutions to…

01:20

Solve each of the followin…

00:46

01:45

Solve each equation by fac…

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00:34

00:24

01:10

Mhm. They assume that T. Eco's X. Cute. And then we substitute the X. Cubed with tea in this equation, which gives us six t squared miners 17 t. 12 equals zero. This becomes a quadratic equation And then they factor this quadratic create into two parts To 10 miners three times three T -4 because zero And then it gives us two solutions. Do you want Nicole's three House T. two equals for a third. If you don't know how to factor this quadratic equation, you can use a quadratic formula which will give you the same solutions. And they know that T equals X. Cubed. So X. one equals the cubic root of three House, which echoes The Kill Baker Rudolph 12 over two and X two. Eco's cubic root of 4 30 metric. Als The Kill Baker Rudolph 36/3.

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