maths

posted by .

find the general solution of the following first order differential equation.

dx/dt = t*x + 6*t(exp)-t^2

pls show working

Respond to this Question

First Name
School Subject
Your Answer

Similar Questions

  1. maths

    find the general solution of the following first order differential equation. u(t): du/dt = u /t+2t pls show all working
  2. Mathematics

    find the general solution of the following first order differential equation. dx/d(theta)=(xtan(theta))-(cos(theta)) show working
  3. maths

    please help find the general solution of the following first order differential equation. dx/dt = tx + 6t(exp)-t^2 pls show working
  4. maths

    help find the general solution of the following first order differential equation. t*(dy/dt) = (-y/t) + ((exp(1/t)/t^3) could you show steps in working to sol.
  5. maths

    find the general solution of the following first order differential equation. t*(dy/dt) = (-y/t) + ((exp(1/t)/t^3) could you show steps in working to solution.
  6. mathematics

    find the general solution of the following first order differential equation. u(t): du/dt =(u/(t+2t)) pls show all working
  7. maths

    find the general solution of the following first order differential equation. dx/d(theta)=(xtan(theta))-(cos(theta))
  8. differential equations

    Solve the following equation explicitly by expanding up to order x5, the following 2nd order diff equation. y''(x) = (1 + x^2)*y(x) pls show working y =f(x)
  9. maths

    Solve the following 2nd order differential equation explicitly by expanding up to order x5, y''(x) = (1 + x^2)*y(x) pls show working y =f(x)
  10. maths

    Solve the following 2nd order differential equation explicitly by expanding up to order x5, y''(x) = (1 + x^2)*y(x) pls show working y =f(x)

More Similar Questions