And now we can just substitute c1 and c2 back into our general solution and we have found the particular solution of this differential equation, which is y is equal to c1-- c1 is minus 1/2-- minus 1/2 e to the 3/2 x plus c2-- c2 is 5/2-- plus c2, which is 5/2, e to the 1/2 x, and we are done.