I have an example dataset with each row having two variables. The shown data uses Time and Distance
| Time | Distance |
|---|---|
| 0.2388839976 | 212.54885537138 |
| 0.3349551193 | 337.83087805091 |
| 0.3703744125 | 398.28305964308 |
| 0.4322544678 | 482.66296436682 |
| 0.5419347076 | 764.83587418504 |
| 0.612364563 | 931.07351389822 |
Given the example data in this list, how would it be possible to create a formula or function to calculate the time given a specific distance? And how would it be possible to create such a formula where you could calculate the one value given the other with an example list such as the one shown above?
Hint
As I wrote in comments, it seems that a simple quadratic regression $$d=\alpha+\beta\,t+\gamma \,t^2$$ would be quite good.
So, solving the quadratic would give something like $$t=\delta + \epsilon \sqrt{d+\eta}$$ would be more than decent.
This is how you need to treat the problem since you want to compute $t$.