Solve:
1. The velociraptor spots your from 40 meters away and attacks, accelerating at 4m/s² up to it's top speed of 25 m/s. When it spots you, you begin to flee, quickly reaching your top speed of 6 m/s. How far can you get before you're caught and devoured?
2. You are at the center of a 20m equilateral triangle with a raptor at each corner. The top raptor has a wounded leg and is limited to a speed of 10 m/s. The raptors will run toward you. At what angle should you run to maximize the time you stay alive?

The correct name for this topic is Substitute. Loser.

I don't have the floor plan, so I can't include number 3, making it incomplete. No need to insult, good sir.

Oh boy, there's nothing I'd rather do than do your homework for you.
These are exceptionally simple constant acceleration problems.
I'm sure you already have these, though

It's actually just a joke...

I only WISH my homework was like that.

lol at xkcd reference.

Do you actually know how to do those problems or are you trying to see if we can do them?

Um... Joking reference to xkcd, I posted this topic because there were two other topics about math on the front page...