(Y-3x+3)dy/dx=2y-x-4
Answers
Answered by
1
= x² y = (x³ + y³) (dy/dx)
= x² y/ (x³ + y³) = 1/((x/y)+(y²/x²)
OR
= dx/dy = (x/y)+(y²/x²)
ΦIntegrating with respect to y, x
= x log y + y³/(3 x²)
ΦThis on simplification will reduce to x³ = y³/3 (1 - log y)
= x² y/ (x³ + y³) = 1/((x/y)+(y²/x²)
OR
= dx/dy = (x/y)+(y²/x²)
ΦIntegrating with respect to y, x
= x log y + y³/(3 x²)
ΦThis on simplification will reduce to x³ = y³/3 (1 - log y)
Similar questions