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A pedestrian is at rest at a stoplight and views four objects moving simultaneously. Ms. Moneypenny is driving a train East at 72 km/h is

A pedestrian is at rest at a stoplight and views four objects moving simultaneously. Ms. Moneypenny is driving a train East at 72 km/h is currently 100 m [W] of the pedestrian. Mr. Bond is driving sports car at 144 km/h [West] and is currently 200 m [E] of the pedestrian. Chief M is on a motorbike and moving East at 108 km/h and is currently 150 m [W] of the pedestrian. Le Villain is driving a van at 108 km /h [S] and is currently 150 m [N] of the pedestrian. Mr. Blofeld is 200 m [NE] of Moneypenny and moving at 20 m/s [SW]. Electra is 200 m [SE] of Moneypenny and moving at 30 m/s [NE]. Determine the relative velocity of the A) pedestrian B) Chief M C) Mr. Bond and lastly D) Le Villain E) Blofeld F) Electra - relative to Ms. Moneypenny at that instant in time

Hagrid the hominid is on the west bank of the Jordan river. Hagrid can swim at 3 m/s and run at 9 m/s. The river is 100 m wide and has a current of 2 m/s [S]. There is a bread basket directly across the river that Hagrid wants for lunch. Hagrid would like to get the basket as quickly as possible. A) Determine is time if Hagrid fights the current and lands directly across the river. B) Determine is time if Hagrid does not fight the current, but instead swims Eastwards, lands to the South and then runs back North. C) Which strategy is the best for Hagrid? Which strategy is the best for Hagrid if he could swim at 9 m./s and run at 3 m/s?

Bruhilda the goose swims at 4.0 m/s [N], across a 10 m wide stream with a current of 3.0 m/s [E]. A) Determine her velocity with respect to the ground. B) Determine the angle Bruhilda should use if she wishes to land directly across from her starting point.

D'Artagnan the duck flies with an airspeed and heading of 20 m/s [NE] on a breezy day with 5 m/s [E 30o N] tail winds. The duck wishes to arrive at Lake Canard which is 2 km [NE]. A) Determine its resultant velocity with respect to the ground, naively expected ETA and position relative to the lake at that time. B) Then determine which heading D'Artagnan should take if it does not want to be blown off course and would like to travel [NE] with the same airspeed of 20 m/s and how early or late the duck will be.

Gertrude flies the Swan Lake Jumbo Jet with an airspeed of 900 km/h with a heading of [E 15o N]. A warm winter hurricane blows at 200 km/h [E 30o S]. A) Determine its resultant ground speed and tracking. B) Then determine the new heading and airspeed needed by Gertrude to avoid being blown off course and to arrive on time.

Nu the horse accelerates from an initial velocity of 20.0 m/s [W 30o N] for 2.5 s ending up with a displacement of 40 m [W 15o S]. Determine its final velocity.

- Pi the pig tries to fly and launches itself at 10 m/s [North East 45o Up] on level ground. Where does it land?

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- 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 m/s [Up 60o Fwd] . The acceleration due to gravity is 9.8 m/s2 [Down]. Determine her velocity at 4.9 s. Determine when and where she lands.

- Rho the rooster jumps with an initial velocity of 19.6 m/s [East 60o Up] on level ground and later lands on a 0.98 m high fence post. Determine the rooster's air time, distance to the fence post and impact velocity.

s - Sigma the hominid jumps with an initial velocity of 4.9 m/s [North 30o Up]. Determine the times when its height was 10 cm [Up].

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- Phi the goose jumps with an initial velocity of 29.4 m/s [East 30o Up ] from atop a 19.6 m cliff and then lands on a 14.3 m high stable roof. Determine travel time and horizontal distance and impact velocity.

- Psi the duck jumps 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 45o angle to maximize his distance, what was his initial speed?

- Omega the super swan jumps off a cliff 9.8 m high with an initial velocity of 10 m/s [East 45o Up]. She just clears a wall with a velocity at an angle of [East 30o Down]. Determine the height of the wall.

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plz provide diagrams and vectors and solve full. thank you

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