How are you feeling?

[Regulus]

[Si-Amber]

Starting to wake up.

[Shadowfax]

Missing my Flippeh <3

[FlipMode]

^ I only just left.

I'm feeling like this train should move at some point. Been stuck at this station for a good 10 mins now.

[Si-Amber]

^ If you are at Eastbourne, that's normal.

[Shadowfax]

^ I only just left.

I'm feeling like this train should move at some point. Been stuck at this station for a good 10 mins now.

Oh alright then.... I won't miss you :p

[Lauren]

Curious

[Regulus]

Suppose the function f(x) is the exponential of x, such that f(x) = e^x. Now, suppose that the function g(x) is equal to f(x) multiplied by constants c and k. From there, suppose that h(x) is equal to the product of g(x) and constant force F, so that h(x) = g(x) * F.

How I'm feeling can be represented as the solution to the indefinite integral of h(x) evaluated at the point where x is equal to distance d, with respect to u. In other words, find h(d) and then integrate with respect to u. It's an easy problem; don't overthink it. You may have to rearrange the components in the solution to get an answer that makes sense.

[KingCub]

Kinda sleepy, but also excited!

[Yarrgasaurus]

A bit tired.