Using the substitution x + y = u and xy - 1 = v, reduce the...

 

Transcribed Image Text:

Using the substitution x + y = u and xy - 1 = v, reduce the differential equation (2x + 1)p + (x + 2xy + y + 2)p+2y + 1 = 0 into Clairant's equation and hence find its general solution and singular solution, where dy 1 p=- dx Using the substitution x + y = u and xy - 1 = v, reduce the differential equation (2x + 1)p + (x + 2xy + y + 2)p+2y + 1 = 0 into Clairant's equation and hence find its general solution and singular solution, where dy 1 p=- dx