C
2006-12-04 13:30:00
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answer #1
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answered by KO 3
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use the following two formulae
s=ut +1/2 a t^2
v=u + at
Where s= distance (40.0 metres)
u= initial velocity (ie the velocity that the water leaves the ground)
t= time in seconds
v=final velocity (at the top of it's travel the water stops before falling back down so v=0 m/s)
put v into the bottom equation and get t=u/9.81
(don't forget that gravity is DEcelerating the water so acts in a negative direction. ie 0=u-9.81t)
substitute this value for t into the top equation and get
40=(u^2)/9.81 - (4.905u^2)/(9.81^2)
solve for u to get your answer.
approximately 28 m/s
Alternatively I think there is a simpler formula but I can't remember it so this way will have to do.
2006-12-04 21:58:21
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answer #2
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answered by Anonymous
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Use this equation: 2ad = Vf^2 -Vi^2.
"a" is 9.81
Vf is the velocity of the water at the highest point (which is 0 because the water stops rising at the highest point)
"d" is 40.0 m
Solve for Vi (the initial velocity)
2006-12-04 21:31:54
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answer #3
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answered by kdesky3 2
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You have to use the the formula:
The Y component of the system:
d = 40, a = -9.81, Vf = 0 m/s
d = (Vf^2 - Vi^2) / 2a
40 * (2 * -9.81) = -Vi^2
Vi = 28 m/s
Therefore, Answer is D
2006-12-04 21:34:53
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answer #4
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answered by Darkness1089 2
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Look up on some website for the formula of velocity
Have you ever done your own homework before or do you just get other people to do it?
2006-12-04 21:33:32
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answer #5
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answered by Alex 5
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energy at the highest pt,
E = mgh
E = 9.81(40)(m)
m = mass of water.
Kinetic energy = Gravitational Potential energy
KE = (0.5)(m)(v)^2
v = velocity of water
therefore,
(0.5)(m)(v)^2 = 9.81(40)(m)
cancelling out the m, we get,
(0.5)(v)^2 = 9.81(40)
v = 28.0m/s (D)
2006-12-04 22:21:10
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answer #6
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answered by superlaminal 2
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Vf^2 = Vi^2 + *2*a*d
0 = Vi^2 +2*-9.8*40
Vi = 28
How did you guys get C??
2006-12-04 21:31:43
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answer #7
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answered by scubamasterme 3
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yellow stone is unstable..just like string theory !
2006-12-04 21:31:11
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answer #8
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answered by Anonymous
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c
2006-12-04 21:30:15
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answer #9
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answered by cese1 2
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