The following are two different views of the same thing.
- Constant probability in a given interval of time = an exponential function
- Constant rate of growth = an exponential function.
Now given a fluctuating currency market where a steady 5% is charged to exchange money how much does the Casa do Cambio make?
A simple model would have a fixed exchange rate at 1:1. Starting with 1000 USD and charging 5% how does the money grow with 1 transaction per day?
- 1000
- 1050
- 1102.50
- 1157.625
- 1215.50
- 1276.28
- 1340.09
- 1407.10
- 1477.55
- 1551,33
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