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Work - Mechanical Energy Relationships:
If non-conservative forces do net work upon an object, then the total mechanical energy of that object is changed. The sum of the kinetic and potential energies will change as work is done upon the object. The amount of work done on the object by non-conservative forces is equal to the amount of change in mechanical energy.
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Like all questions in this mission, the work done by non-conservative forces must be related to the changes in energy of the object (see Know the Law section). In the case of the parachutist falling at a constant velocity, the kinetic energy equation (see Formula Frenzy section) can be used to determine the initial and final kinetic energy. The KE will be the same value at each of these locations since the speed is constant. The potential energy equation (see Formula Frenzy section) can be used to determine the initial and final potential energy. The change in mechanical energy is caused by and equal to the work done upon the object. By calculating the change, the work can be determined. As mentioned in the question statement, enter a negative answer if the work is negative.
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The amount of kinetic energy (KE) possessed by an object depends upon its mass (m) and its velocity (v). The formula is
KE = 0.5 • m • v2
The amount of potential energy (PE) possessed by an object depends upon its mass (m) and its height (h). The formula is
PE = m • g • h
where g is the gravitational field strength (9.8 N/kg on Earth).
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