Five friends go out to the football field, and decide to throw tide pods onto the field, while standing at different places in the bleachers. Each throw is modeled by functions below, where the height of the throw is a function of how much time it is in the air:

Alastor: h= -6t^2 + 36t + 96. Bael: h= -8t^2 + 32t + 40. Corson: h= -4t^2 + 16t + 48. Danjal: h= -6t^2 + 54. Eblis: h= -4t^2 + 32t + 80.
In a thorough explanation and description of the methods you are using, and sharing and relevant computations and work, describe 1. how far up in the bleachers they started, 2. the maximum height their tide pod reached on the air, and 3. how long it took for it to hit the football field.

Also share whose went highest, and whose took longest to land.