Depreciation. In business, equipment is often depreciated using the double declining-balance method. In this method, a piece of equipment with a life expectancy of $N$ years, costing SC, will depreciate to a value of $\$ V$ in $n$ years, where $n$ is given by the formula
$$
n=\frac{\log V-\log C}{\log \left(1-\frac{2}{N}\right)}
$$
A computer that cost $\$ 37,000$ has a life expectancy of 5 years. If it has depreciated to a value of $\$ 8,000,$ how old is it?