1. Find a differential operator that Annihilates the given function

2. For example, the differential operator D2 Annihilates any linear function.

3. Find a linear differential operator that Annihilates the given function

4. The index of an elliptic differential operator obviously vanishes if the operator is self adjoint.

5. Xo X4 - 13 A differential operator that Annihilates x6 - x4 - 13 is (Type the lowest-order annihilator that contains the minimum number of …

6. Conformable derivative of order for 0 0 1 and t2R, where D will be the identity operator, and D1 will be the classical differential operator

7. We say that the differential operator L[D], where D is the derivative operator, Annihilates a function f (x) if L[D]f(x) ≡ 0