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JEE MATHEMATICS MCQ: DIFFERENTIAL EQUATIONS

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Application +4 | -1
An equation of the curve for which the portion of yy-axis cut off between the origin and the tangent varies as the cube of the abscissa of the point of contact is ( KK is constant of proportionality)
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Correct option: C
y=−Kx3/2+Cxy=-K x^3 / 2+C x
The correct answer is C (y=−Kx3/2+Cxy=-K x^3 / 2+C x) because it satisfies the differential equation derived from the given condition about the y-intercept of the tangent.

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