Home > Just Math > Calculus
| Derivative inequation (Posted on 2021-08-25) |
 |
Let p(x) be a polynomial with real coefficients. Prove that if
p(x)-p'(x)-p''(x)+p'''(x)≥0
for every real x, then p(x)≥0 for every real x
Comments: (
You must be logged in to post comments.)
There are no comments yet.
|
