Show that if p is a polynomial satisfying p(x) + p''(x) \ge p'(x) + p''(x) for all x then p(x) \ge 0.
[originally posted by Lord of the Flies on TSR]
Show that if p is a polynomial satisfying p(x) + p''(x) \ge p'(x) + p''(x) for all x then p(x) \ge 0.
[originally posted by Lord of the Flies on TSR]