Tutorial ExerciseFind a linear differential operator that annihilates the given function.16e7xStep 1 results in 0.Recall that the differential operator notation is a shorthand for Dky=dkydxk.If we apply the operator D to the given function, this gives the following result.Dy=d(16e7x)dx=0 This annihilated the first constant term of the function, as the derivative of 1 is 0, but the nonzero exponential term remains.SKIP (YOU CANNOT COME BACK)