An egg is dropped from the roof of a 98 m building.
a. How long will it take the egg to reach the ground?
b. Write and graph parametric equations to model the motion.
c. When will the egg be 1.75 m above the ground?
d. A 1.75 m high trampoline is rolled at a rate of 1.2 m/s toward the egg drop site, starting at the instant when the egg is dropped. How far away should the trampoline start so that when the egg is dropped it makes a direct hit?
e. Simulate both motions with parametric equations.