An Efficiency Expert Hired by a Manufacturing Firm Has Compiled $$\begin{array} { l l l } \text { Experience (months) } & 0 & 2 \\\text { Output (units per hour) } & 300 & 510\end{array}$$

Multiple Choice

An efficiency expert hired by a manufacturing firm has compiled the following data relating workers' output to their experience: $$\begin{array} { l l l } \text { Experience (months) } & 0 & 2 \\\text { Output (units per hour) } & 300 & 510\end{array}$$
The expert believes that the output Q is related to experience t by a function of the form $Q ( t ) = 600 - A e ^ { - k t }$ Find the function of this form that fits the data. Round numbers to four decimal places, if necessary.

A) $Q ( t ) = 600 - 510 e ^ { 0.6020 t }$
B) $Q ( t ) = 600 - 510 e ^ { - 0.6020 t }$
C) $Q ( t ) = 600 - 300 e ^ { - 0.6020 t }$
D) $Q ( t ) = 600 - 300 e ^ { 0.6020 t }$