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For what values of $r$ does the function $y=e^{r x}$ satisfy the differential equation $y^{\prime \prime}-4 y^{\prime}+y=0 ?$

$2 \pm \sqrt{3}$

Calculus 1 / AB

Chapter 3

Differentiation Rules

Section 4

The Chain Rule

Differentiation

Harvey Mudd College

University of Nottingham

Idaho State University

Lectures

44:57

In mathematics, a differentiation rule is a rule for computing the derivative of a function in one variable. Many differentiation rules can be expressed as a product rule.

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For what values of $ r $ d…

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Determine the values of $r…

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Determine all values of th…

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(a) For what values of $ r…

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(a) For what values of $r$…

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Determine the values of th…

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76. We need to find the values of our for which this equation satisfies. So let's force find white ash and wide over Nash. So the transition of it is to the possum. Thing is, it is to the boss something times deliver the power, which is our difference. Ishan once again are the conference that comes outside. So again it is to the poor. Extremes are which is our square times. It is to the politics. So let's put that away. Here we have our square. It is to the Power Rx minus four times our times it is to the power are X plus. It is to the power are X is equal to zero depending both sides By Edie's to the poor Rx, we get our square minus for our plus minus zero. Using the quadratic formula way, we have four square minus 411 or two. So this comes out us four plus minus 16 minus forests dwells where over two. So this is nothing but to route three or two. So finally the value of artists coming us to plus minus tree. So they these two other value off

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