The Solution Of The Differential Equation Dy Dx 1 E X Y Is A X Y E X Y 0 B X C E X Y 0 C X C E X Y 1 D X C E X Y 1 0
Thanks for watching like comment and subscribe!Take note we set M as (xy) and N as (xy) in out final answeSolution of the corresponding differential equation 1 y = ex 1 y″ – y′ = 0 2 y = x2 2x C y′ – 2x – 2 = 0 3 y = cos x C y′ sin x = 0 4 y = 1 x2 y′ = 2 1 xy x 5 y = Ax xy′ = y (x ≠ 0) 6 y = x sin x xy′ = y x xy22− (x ≠ 0 and x > y or x < – y) 7 xy = log y C y′ = 2 1 y − xy (xy ≠ 1) 8 y – cos y = x (y sin y cos y x) y′ = y
