A player throws a bean bag from the height of 3 feet with an initial velocity of 34 feet per second at an angle of 30º. The parametric equation that represents this situation is . A. x = (34cos(30°)t and y = –16t2 + (34sin(30°))t B. x = (34cos(30°)t and y = –16t2 + (34sin(30°))t + 3 C. x = (34cos(30°)t + 3 and y = –16t2 + (34sin(30°))t + 3 The bean bag’s path is part of a curve that is a . To the nearest second, the bean bag was in the air for second(s).