Using the model developed in the previous section we can now use data for the values of the interest rate, the cost of storage, and the value of eggs at t=0 to find at what profits are maximized. First the interest rate, r, will be based on the average interest rate of 9% for the last 20 years on the Martian Stock Exchange (MSE). Further the value for eggs at t=0, K, has remained relatively stable at $3. Finally, abundant storage opportunities have lead to a relatively low storage cost per year of $5.
    Plugging in these values, can be estimated. From equation 5, it is clear that the function of t is a transcendental function. This necessitates the use of a root-finding algorithm to fins t. Therefore Newton's method will be utilized to estimate t.