An important piece of landing equipment must be thrown to a ship, which is moving at a constant 5 m/sec towards the dock. The equipment is thrown to the ship with an initial speed Vo = 15 m/sec, at an angle of 0 = 60° above the horizontal, and from a height of 8.75 m above the dock. What must d, the initial horizontal distance between the dock and the ship be, so that the equipment can land on the ship? Answer: 40.0 m. 8.75 m Vo 6 d g 5 m/sec

Physics for Scientists and Engineers, Technology Update (No access codes included)
9th Edition
ISBN:9781305116399
Author:Raymond A. Serway, John W. Jewett
Publisher:Raymond A. Serway, John W. Jewett
Chapter1: Physics And Measurement
Section: Chapter Questions
Problem 1.10OQ: A calculator displays a result as 1.365 218 0 X 107 kg. The estimated uncertainty in the result is...
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-b+√b²-4ac
2a
x = x₂ + V₁xt + ²axt², V₁₁x = V₁x + axt, (v₁₁x)² = (v₁x)² + 2axx, t ==
у = V₁ + V₁¸yt + ² α¸t², Vf₁y = V₁y+āÿt, (Vƒ‚y)² = (v₁y)² + 2a,ÿ
Transcribed Image Text:-b+√b²-4ac 2a x = x₂ + V₁xt + ²axt², V₁₁x = V₁x + axt, (v₁₁x)² = (v₁x)² + 2axx, t == у = V₁ + V₁¸yt + ² α¸t², Vf₁y = V₁y+āÿt, (Vƒ‚y)² = (v₁y)² + 2a,ÿ
Problem 5:
An important piece of landing equipment must be thrown to a ship, which is moving at a
constant 5 m/sec towards the dock. The equipment is thrown to the ship with an initial speed
Vo = 15 m/sec, at an angle of 0 = 60° above the horizontal, and from a height of 8.75 m
above the dock. What must d, the initial horizontal distance between the dock and the ship be,
so that the equipment can land on the ship? Answer: 40.0 m.
8.75 m
d
|
g
5 m/sec
Transcribed Image Text:Problem 5: An important piece of landing equipment must be thrown to a ship, which is moving at a constant 5 m/sec towards the dock. The equipment is thrown to the ship with an initial speed Vo = 15 m/sec, at an angle of 0 = 60° above the horizontal, and from a height of 8.75 m above the dock. What must d, the initial horizontal distance between the dock and the ship be, so that the equipment can land on the ship? Answer: 40.0 m. 8.75 m d | g 5 m/sec
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