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A particle of mass m is subject to a potential U(x)=Vcos(alphax)-Fx, where V, a and F are all positive.
A) Find the max value that F can have such that the particle will be in equilibrium at some value x.
B) Assuming F is less than the maximum value calculated in (a), determine the frequency of small oscillation about points if equilibrium.
Refer to the above data. If the product price is $55, at its optimal output, will the firm realize an economic profit, break even, or incur an economic loss? How much will the profit or loss be? Show all calculations
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pert networks use a simple statistical method to determine the most likely task completion times.nbsp describe how
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