Entered Answer Preview Result (1/2)*In(6*X-(X^2)) - In (6x - 2 2) incorrect 2 The answer above is NOT correct. Find the particular solution of the differential equation dy _ (x - 3)e-2y dx satisfying the initial condition y(3) = In (3). y= 1/2In(6x-X^2) Your answer should be a function of ac.The answer above is NOT correct. Find an equation of the curve that satises and whose - interce-t is 3. y(:-:) : 39"(2x)"5+C . Results for this submission Entered Answer Preview In(sec(x))+C In(sec(a) ) + C Using separation of variables, solve the differential equation, e y sin(a) - dy cos2 (x) = 0. dx Use C to represent the arbitrary constant. y = In(secx)+C