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Numerade Educator

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Problem 2 Easy Difficulty

Solve the differential equation.
$ \frac {dy}{dx} = x \sqrt y $

Answer

$2 \sqrt{y}=\frac{x^{2}}{2}+C$

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Video Transcript

this question asks us to solve the differential equation. D y over DX is act square root of Why not first things First we need to get the wise on one side and the exes on one side. Therefore, divide both sides by scored of why and we get d y over scored of Why now multiply both sides by DX and we get equals X dx Take the intro of both sides integral of one over squirt of Why choose words? Why? And then increase the exported by one to integrate and divide by the new exponents. And don't forget our CR.