If $y^{\prime \prime}=\sqrt{x}$, find the equation of a curve that passes through the point $(0,0)$, whose tangent at that point is perpendicular to the line $4 x+y=8$.

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The Answer of If $y^{\prime \prime}=\sqrt{x}$, find the equation of a curve that passes through the point $(0,0)$, whose tangent at that point is perpendicular to the line $4 x+y=8$.

If y′′=xy^{\prime \prime}=\sqrt{x}y′′=x​ , Find the Equation of a Curve That Passes Through

If $y^{\prime \prime}=\sqrt{x}$ , Find the Equation of a Curve That Passes Through