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In each of the following, solve the given quadratic equation exactly using the quadratic formula. Write the solutions in its simplest form. Using a calculator, determine all irrational solutions to the nearest thousandth.$$x^{2}-3 x+3=0$$

$$\frac{3 \pm \sqrt{3} i}{2}$$

Algebra

Chapter 0

Reviewing the Basics

Section 4

The Quadratic Formula and Applications

Equations and Inequalities

Missouri State University

Campbell University

McMaster University

Lectures

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In each of the following, …

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Solve each of the quadrati…

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Solve using the quadratic …

Find the real solutions, i…

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Yeah. First we can identify the confessions of this equation as a close one Because minor three and Sequels free. Next we substitute A B and C. With their values into this formula, the denominator is to the numerator is three plus miners square roots of minor three squared -4 times long, Times three. Richie calls three pleasant miners square root on miners weigh over two. Here we need to use art, Which is the unit of the measuring number and i echoes the square root of -1. Hence the first solution is strain miners square road straight I over to and the second solution is three plus square with three I over to.

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