- #1
daviddoria
- 97
- 0
I never have much luck when something says "prove something <= something else". I usually just fiddle around and occasionally get lucky and reduce it to a constant < an express I know can't be less than that constant. But most times I can't reduce it to something like that. Is there any kind of "principled" approach that someone can suggest/ point me to read about?
As an example, say it was something like
[tex]ln(1+a) \leq a^2 b[/tex]
How would you approach something like this?
Thanks,
Dave
As an example, say it was something like
[tex]ln(1+a) \leq a^2 b[/tex]
How would you approach something like this?
Thanks,
Dave