Answer
$$\$45,490.$$
Work Step by Step
We use the exponential growth formula:
$y=Ae^{rt}$
Where $A$ is the initial amount, $r$ is the rate of growth, and $t$ is the time.
To turn the exponential growth into exponential decay, we us a negative $r$ value:
$$y=Ae^{rt}=75,000e^{-0.05\cdot 10}\approx \$45,490.$$
