The mechanical energy is conserved in all the situations mentioned
Explanation:
The mechanical energy of an object is the sum of the potential energy (PE) and the kinetic energy (KE) of the object:
[tex]E=PE+KE[/tex]
In absence of non-conservative forces, such as air resistance or friction, the mechanical energy of a body is conserved, so it is constant:
[tex]E=const.[/tex]
In all the examples mentioned here, there are no conservative forces acting on the system, therefore mechanical energy is conserved. In particular:
- Child on a swing: here there is a conversion of energy from kinetic to gravitational potential, and viceversa
- Pendulum: here there is a conversion of energy from kinetic to gravitational potential, and viceversa
- Bow and arrow: here there is a conversion of energy from elastic potential to kinetic energy
- Roller coaster: here there is a conversion of energy from kinetic to gravitational potential, and viceversa
Learn more about potential and kinetic energy:
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