• Answer of this question

    (2xydx+dy)e^x^2=0
    Davneet Singh's image
    Davneet Singh

    Hi William,

    Can you please check the question again?

     

    From your question, 

    (2xydx+dy)e^x^2=0

    (2xy dx + dy) = 0

    2xy dx = - dy

    2x dx = -1/y dy

    And then integrating both sides

    x2 = - log y + C

    x2 - C = - log y

    - x2 + C = log y

    log y = - x2 + C

    y = e(-x^2 + C)

    y = e-x^2  eC

    y = k e-x^2 


    Written on June 18, 2017, 7:38 p.m.