If `sec^2y\ (dy)/(dx)+2xtany=x^3` satisfies `tany=c e^(-x^A)+B{x^2-1},` then `(AB)^2` equals

Solve sec^2y dy/dx+2xtany=x^3

(dy)/(dx)=(sin2y)/(x+tany)

Integrating factor of sec^2y dy/dx+x tany=x^3

Integrating factor of sec^2y dy/dx+x tany=x^3

Which of the following are true for the curve represented by the differential equation sec^2y dy/dx+2x tany=x^3 satisfying y(1)=0 (A) equation of curve is 2tany=x^2-1 (B) equation of curve is y^2=x^3-1 (C) curve is a parabola (D) curve is not a conic

Which of the following are true for the curve represented by the differential equation sec^2y dy/dx+2x tany=x^3 satisfying y(1)=0 (A) equation of curve is 2tany=x^2-1 (B) equation of curve is y^2=x^3-1 (C) curve is a parabola (D) curve is not a conic

Solve the differential equation sec^2y(dy)/(dx)+2xtany=x^3