1. Give 3 examples where Energy is Conserved in an event. 2. Give 3 examples where Energy is NOT Conserved in an event. 3. Give 1 example of an event where Momentum is NOT Conserved.
The law of conservation of energy
No conservation of energy
An inelastic collision, in contrast to an elastic collision, is a collision in which kinetic energy is not conserved due to the action of internal friction. In collisions of macroscopic bodies, some kinetic energy is turned into vibrational energy of the atoms, causing a heating effect, and the bodies are deformed.
Whenever work is done upon an object by an external force, there will be a change in the total mechanical energyof the object. If only internal forces are doing work (no work done by external forces), there is no change in total mechanical energy; the total mechanical energy is said to be conserved.
When you haveparticles interacting in a static background of spacetime, energy is truly conserved. But when the spacethrough which particles move is changing, the total energy of thoseparticles is not conserved.
Momentum is not conserved if there is friction, gravity, or net force (net force just means the total amount of force). What it means is that if you act on anobject, its momentum will change.
1. Give 3 examples where Energy is Conserved in an event. 2. Give 3 examples where...
2. In an elastic collision, energy is not conserved. Where does it go? A) It is transformed into heat and also used to deform colliding objects. B) It is converted into potential energy. C) It is transformed into momentum such that momentum is conserved. D) All of the above. E) None of the above.
Collisions are classified as elastic (kinetic energy is conserved), inelastic (kinetic energy is lost) or completely inelastic (the objects stick together after collision). Give an example of each type of collision. Is momentum conserved in each case?
1.Linear momentum is always conserved [ ]when kinetic energy is conserved [ ]when total energy is conserved [ ]in the absence of internal forces [ ]in the absence of external forces 2. If two objects collide and there are no other forces acting on them, the momentum of each object will be independently conserved. [ ]True [ ]False 3.The momentum of an object is equal to the product of it mass and ______ [ ]Velocity [ ]Speed [ ]displacement [...
1) Under what circumstances is mechanical energy conserved? Under what circumstances is momentum conserved? How is this different than the criteria for conservation of mechanical energy?
State the Law of Conservation of Momentum? Give an example of a situation where momentum is conserved.
How Is Energy Conserved Within a Closed System?Explain in details .Use examples
2. Was energy, more or less conserved in this experiment? If
it wasn't perfectly conserved what are two reasonable sources for
the non-conservation of energy in this experiment?
3. QH should have a negative value, and Qc should have a
positive value. What are the physical meanings of the positive and
negative signs?
Table 1.2 Trial 1 Trail 2 Trail 3 14.5 AT 10℃ 니 Q135 415133.8 098.15 -1224.15 Questions 1. For each trial calculate the % difference between the...
Give examples of : (a) two conservative forces, and (b) as many (but at least 3) non-conservative forces as you can think of. For each example of the conservative force, give the expression for the potential energy associated with the conservative force. For each example of a non-conservative force, give a situation where non-conservative force changes the total mechanical energy of a system.
Write a 2 paragraph explanation of how energy is conserved in all closed systems, even when it seems like some of the energy disappears. Explain where the energy goes and why we cannot contain all of the energy in the system. Analyze why most people do not understand this concept and create an experiment or situation where you could show them this concept in real life (you cannot use a skatepark example.)
What is the zero point energy? How does this differ from classical mechanics? Give examples where the zero point energy can be found.