Potential Gravity Energy Question

AI Thread Summary
An athlete throws a basketball from a height of 0.50m with an initial velocity of 9.0m/s towards a net at 3.0m. The discussion revolves around calculating the ball's velocity as it passes through the net, using energy conservation principles. Initial calculations using gravitational and kinetic energy equations yield an incorrect result, prompting a reevaluation of the problem's parameters. Participants clarify that the distance of 5.0m from the athlete to the net is irrelevant for the energy calculations. The correct answer from the reference book is stated to be 8.4m/s, while one participant calculated 5.65m/s.
MacMilla
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Homework Statement



An athlete throws a basket ball in a net. He releases the ball at a height of 0.50m with a velocity of 9.0m/s. Calculate the velocity of the ball once it "slides" down the net. The net is at a height of 3.0m and at a distance of 5.0m from the athlete.

I attached the sketch of the problem.

Homework Equations



ET1 = ET2
Eg1 + Ec1 = Eg2 + Eg2

The Attempt at a Solution



mgh1 + mv1^2/2 = mgh2 + mv2^2/2
9.8 x 0.5 + 0.5x9^2 = 9.8 x 3 + 1/2V2^2
This is obviosly too simple, and doesn't give the right anwer.
So what should i do??
 

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anyone?
 
any help?
 
Have you presented the problem exactly as given? Assuming the data is correct, then your method should work fine.
 
MacMilla said:
He releases the ball at a height of 0.50m with a velocity of 9.0m/s.
Are you sure it doesn't say something like "at a height of 0.50m below the net"? That would match the diagram more closely.
 
the sketch is not to scale
but the ball is thrown at a height of 0.5m, it doesn't make much sense, but that's what the question says.
 
MacMilla said:
the sketch is not to scale
but the ball is thrown at a height of 0.5m, it doesn't make much sense, but that's what the question says.
In that case, your approach is correct. Assuming that "once it "slides" down the net" means when it passes through the net.
 
yes, but I haven't taken into consideration the 5m distance seperating the player from the net, therefore, what I have done is incorrect.
 
MacMilla said:
yes, but I haven't taken into consideration the 5m distance seperating the player from the net, therefore, what I have done is incorrect.
Assuming the problem is stated correctly, that information is irrelevant.
 
  • #10
well, in the book, the correct answer is 8.4m/s,
i got 5.65m/s
 
  • #11
What book are you using?
 
  • #12
Its a French Book, I go to a French High School
Its called Physique 12
 
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