x sin²(y/x)dx=y dx - x dy, give the solution of this which passes through (1,pi/4)Homogeneous @EAG

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Find the particular solution of differential equation [x sin^2⁡(y/x)-y]dx+xdy=0 given y=π/4 and x=1

*Given the solution of xsin²y/xdx=ydx-xdy which passes through the point ( 1,π/4)

dy/dx = y/x - cos^2(y/x),give the solution of this equation which passes through (1, pi/4)@EAG

Find the particular solution of the differential equation [x sin^2 (y/x) - y] dx + x dy = 0 given

Q) Find the particular solution of the differential equation. [𝑥sin^2 (𝑦/𝑥)−𝑦]𝑑𝑥+𝑥𝑑𝑦=0 y=𝜋/4, x=1.

x sin (y/x) dy = [ y sin (y/x) -x] dx | Homogeneous Differential Equation |

Find the particular solution of (x sin²(y/x) - y) DX + x Dy = 0

Find the particular solution of the differential equation (xsin^(2)(y/x)-y)dx+xdy=0 ; y=π/4 when x=1