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Your body's center of gravity when it spins, the spinning of a 360 has to be level circle and not a wobbly one, sliding a flat bar versus a round bar (surface area contact), surface area contact of skinny skis versus fat skis and why powder skis need to be fat, tip height/angles.
That is more physics with normal forces and trajectory, which does rely on geometry, but also involves some heavy calculations. I would stick to your basic rotations and trigonometry considering the whole mountain is a slope. In my physics class last semester we had to do a set of "real life" physics problems. Using some simple calculus, I estimated tanner's speed that he hit chads gap at, and how much faster he and his ankles would have had to have been going to clear it. Showed the video too, aced that shit.
vectors relating to the angle of your body going down the hill and how your speed can increase with different vectors. kind of a physics thing but it could work