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Show that the given equation is a solution of the given differential equation.$$x y^{\prime}=2 y, \quad y=c x^{2}$$

$y=c x^{2}$ is a solution

Calculus 2 / BC

Chapter 31

Differential Equations

Section 1

Solutions of Differential Equations

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In the problem we have X wide as that is equal to Y. So here the solution given is Y is equal to see X Squire, Or my last is equal to see into 2X. That is equal to twice X. C. So they put this in the decider equation, so X into two X. C. That is equally to into Y e c x Squire. So it is too Squire. See that is equal to two x Squire. See, and we can see that why is equal to see X squared? He's a solution.

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