Certainly! The formula for distance is given by:

$\text{Distance} = \text{Speed} \times \text{Time}$

If you don't have a constant speed, but you want to use the formula with a speed equation, you can substitute your speed expression into the distance formula. Let's assume your speed is a function of time, $s(t)$.

If you want to calculate the distance traveled over 6 hours, it would look like this:

$\text{Distance} = s(t) \times 6$

Here, $s(t)$ represents the speed at any time $t$. If you have a specific speed function, you would need to define it (for example, $s(t) = 2t + 3$ or any other form).

1. If you provide a specific speed function, we can calculate the exact distance.
2. Do you have a specific speed function in mind?
3. Are you interested in average speed over those 6 hours?
4. Would you like to consider varying speed within that time frame?
5. Do you need a graphical representation of distance vs. time?

Tip: Always clarify whether your speed is constant or varies over time when using this formula to avoid confusion.