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The tangent at any point f the curve x=a...

The tangent at any point f the curve `x=at^3,y=at^4` divides the abscissa of the point of contact in the ratio

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The tangent at any point on the curve x=at^(3)*y=at^(4) divides the abscissa of the point of contact in the ratio m:n,then |n+m| is equal to (m and n are co-prime)

The tangent at any point on the curve x = at^3. y = at^4 divides the abscissa of the point of contact in the ratio m:n, then |n + m| is equal to (m and n are co-prime)

The tangent at any point on the curve x = at^3. y = at^4 divides the abscissa of the point of contact in the ratio m:n, then |n + m| is equal to (m and n are co-prime)

The Curve possessing the property that the intercept made by the tangent at any point of the curve on they-axis is equal to square of the abscissa of the point of tangency, is given by

The Curve possessing the property that the intercept made by the tangent at any point of the curve on they-axis is equal to square of the abscissa of the point of tangency, is given by

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The perpendicular from the origin to the tangent at any point on a curve is equal to the abscissa of the point of contact. Also curve passes through the point (1,1). Then the length of intercept of the curve on the x-axis is__________

The perpendicular from the origin to the tangent at any point on a curve is equal to the abscissa of the point of contact.Also curve passes through the point (1,1). Then the length of intercept of the curve on the x-axis is

The perpendicular from the origin to the tangent at any point on a curve is equal to the abscissa of the point of contact. Also curve passes through the point (1,1). Then the length of intercept of the curve on the x-axis is__________

The perpendicular from the origin to the tangent at any point on a curve is equal to the abscissa of the point of contact. Also curve passes through the point (1,1). Then the length of intercept of the curve on the x-axis is__________