Can anyone help with suggestions for the following proof. This is for a research project I'm working on. Please let me know if you have any questions. Thanks!
$\displaystyle w^B+1 > (1+w)^B$ where $\displaystyle 0<B<1$ and $\displaystyle 0<w$
Can anyone help with suggestions for the following proof. This is for a research project I'm working on. Please let me know if you have any questions. Thanks!
$\displaystyle w^B+1 > (1+w)^B$ where $\displaystyle 0<B<1$ and $\displaystyle 0<w$
Have you considered using the (generalized) binomial theorem?
--Kevin C.