S = A * e^(k * Age)
where:
- S is the amount of savings
- Age is the age of the person
- A is the initial amount of savings (at age 0)
- k is the growth rate or "exponential factor" that determines how quickly savings increase with age
- e is the mathematical constant e (approximately equal to 2.71828)
This function assumes that the savings grow exponentially with age, meaning that the rate of growth increases over time. The parameter k determines the rate of growth, with larger values of k resulting in faster savings growth.




Note that this is just one possible function that describes the relationship between age and savings. Other functions could be used depending on the specific context and assumptions of the problem.