[" 57.The tangent at any point of the cu...

[" 57.The tangent at any point of the curve "x=at^(3),y=at^(4)" divides the abscissa of the "],[" point of contact in the ratio "],[[" 1) "23," ?) "32," 3) "1*3," 4) "3:1]]

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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

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 whose sub tangent is twice the abscissa of the point of contact passing through (1,2) is

The curve in which the slope of the tangent at any point equal the ratio of the abscissa to the ordinate of the point is

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[" 57.The tangent at any point of the curve "x=at^(3),y=at^(4)" divides the abscissa of the "],[" point of contact in the ratio "],[[" 1) "2*3," ?) "3*2," 3) "1*3," 4) "3:1]]

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[" 57.The tangent at any point of the curve "x=at^(3),y=at^(4)" divides the abscissa of the "],[" point of contact in the ratio "],[[" 1) "23," ?) "32," 3) "1*3," 4) "3:1]]