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The exponential function f(t) can be written in the form f(t) = ab^t, where b = e^(-0.12) and a = 44000.
To find the value of b, we need to calculate e^(-0.12):
b = e^(-0.12) ≈ 0.8859140402
Now we can rewrite the function in the form f(t) = ab^t:
f(t) = 44000 * 0.8859^t (rounded to four decimal places)