Use mathematical and computational thinking to determine the work done by a constant force (W=Fd).
- Interactions and Energy
The student will demonstrate an understanding of how the interactions among objects can be explained and predicted using the concept of the conservation of energy.
Work and energy are equivalent to each other. Work is defined as the product of displacement and the force causing that displacement; this results in the transfer of mechanical energy. Therefore, in the case of mechanical energy, energy is seen as the ability to do work. This is called the work-energy principle. The rate at which work is done (or energy is transformed) is called power. For machines that do useful work for humans, the ratio of useful power output is the efficiency of the machine. For all energies and in all instances, energy in a closed system remains constant.