s Epsilon the hen has an acceleration of 3 g's [N 15 E] for 2.5 s from an initial velocity of 18 kmih [E 30 N]. Determine the nal velocity. 0 Theta the bird swoops counter-clockwise. accelerating from 29.4 mis [East 45 North] with an acceleration of \"3g's\" [West 45 North] for 3.14 5. Determine her displacement. *** 1. . Lambda the goal has an initial velocity of 20 mz's [East 30 North] and a nal velocity of 30 mis [East 45 South]. Determine its average acceleration if her change in velocity takes 10 s. u Nu the horse accelerates from an initial velocity of 20.0 nus [W 30 N] for 2.5 s ending up with a displacement of 40 in [W 15 5]. Determine its final velocity. It Pi the pig tries to fly and launches itself at 10 mfs [North East 45 Up] on level ground. Where does it land? a at: e ll. Mu the super cow sees the Moon ahead in the horizon (moon rise} and tries to jump over the Moon from atop a 14.7 m tall barn with an initial velocity of 78.4 W5 [Up 60 Fwd] . The acceleration due to gravity is 9.8 mls2 [Down]. Determine her velocity at 4.9 5. Determine when and where she lands. p Rho the rooster jumps with an initial velocity of 19.6 nits [East 60 Up] on level ground and later lands on a 0.98 m high fence post. Determine the rooster's airtime, distance to the fence post and impact velocity. or Sigma the hominid jumps with an initial velocity of 4.9 mis [North 30 Up]. Determine the times when its height was 10 cm [Unit 1\"\": q) Phi the goose jumps with an initial velocity of 29.4 [NS [East 30 Up] from atop a 19.6 m cliffand then lands on a 14.3 m high stable roof. Determine travel time and horizontal distance and impact velocity. tp Psi the duckjumps over a road from the top of a 5 m tall barn. He lands on a 1.0 m tall dog house, on the other side of the 3.00 m wide road. If he jumped at a 45 angle to maximize his distance. what was his initial speed? as Omega the super swanjumps 011' a cliff 9.8 m high with an initial velocity of 10 mis [East 45\" Up]. She just clears a wall with a velocity at an angle of [East 30" Down]. Determine the height of the wall