crpcrpcrp
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is the initial velocity=0ms-1
The discussion revolves around kinetic and potential energy in the context of two problems: one involving an object dropped from a height and the other concerning a roller coaster car moving along a track. Participants express confusion about the concepts and calculations related to energy conservation.
Some participants have provided insights into the conservation of energy and the types of energy involved, while others are still seeking clarity on specific calculations and concepts. There is an ongoing exchange of ideas, with some guidance offered on how to approach the problems.
Participants mention a lack of prior instruction on the topics, which contributes to their confusion. There are references to specific values and assumptions, such as the height from which the object is dropped and the mass of the roller coaster car, but some participants express uncertainty about these details.
Correct! So since the object is at rest before it is dropped, all the energy is in the form of potential energy. So the constant in our equation must be...crpcrpcrp said:the potential energy=mass*gravity*height
=10*10*m
=100m
If the total energy of the object must be constant then the total energy must be the same as the total energy at the start. Does that make sense?crpcrpcrp said:0?![]()
Hootenanny said:Good, so now we have
2*potential energy = constant
2mgh = 20mh = 100m
20h = 100
Can you now go from here?
The constant would be the 100m as you stated yourself.crpcrpcrp said:i'm still a little confused. so what would be the constant?
You should solve for h, the height of the ball when the potential energy is equal to the kinetic energycrpcrpcrp said:what do i do form here?![]()
You derived it yourself;crpcrpcrp said:wait...
where did u get the 100?
crpcrpcrp said:the potential energy=mass*gravity*height
=10*10*m
=100m