# Financial Mathematics Question

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• April 3rd 2009, 09:57 PM
panda*
Financial Mathematics Question
By considering the functions $x(e^\frac{\delta}{x} - 1)$ and $x(1-e^\frac{-\delta}{x})$ and their derivatives with respect to x for $x \geq 1$ and $\delta > 0$ show that $i^{(p)} > i^{(p+1)}$ and $d^{(p+1)} > d^{(p)}$ when p is an integer greater than zero.
• April 9th 2009, 05:34 PM
Media_Man
I'm sorry, are these two functions of x supposed to be i and d, respectively? And just to clarify, is i^(p) the pth power of i or the pth derivative?