MathematicsMedium38×since 2002Q3536If the solution curve of the differential equation (2x −-− 10y³)dy + ydx = 0, passes through the points (0, 1) and (2, β\betaβ), then β\betaβ is a root of the equation :Ay⁵ −-− 2y −-− 2 = 0B2y⁵ −-− 2y −-− 1 = 0C2y⁵ −-− y² −-− 2 = 0Dy⁵ −-− y² −-− 1 = 0Check answerSkip