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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.$$x^{2}-5 x=5$$

$$\frac{5 \pm 3 \sqrt{5}}{2},-0.854,5.854$$

Algebra

Chapter 0

Reviewing the Basics

Section 4

The Quadratic Formula and Applications

Equations and Inequalities

Missouri State University

McMaster University

Baylor University

Lectures

01:05

In each of the following, …

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02:38

Solve each of the quadrati…

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Solve each equation using …

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Use the quadratic formula …

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The first sub tracks fight from both sides of this equation, which becomes X squared minus four. Yeah, it's minus five because there next we identify the confessions of a close one vehicles minus five and C equals minus five. Then we substitute A B and C. With their values enjoy this formula, the denominators to and the numerator is five. Press on minors. A square road have minus five squared minus four times one times minus five Rachel Nichols, five plus miners square root out 45/2, waitress, five plus some miners three times square root housewife over to. And if you use a calculator, their approximate values miners point 854 and 5.854

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