Let the demand and supply be: Q d = - P + (dP/dt) Q s = -
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Question:
Let the demand and supply be:
Qd= - P + (dP/dt)
Qs= - + P where (, , , >0)
Assuming that the rate of change of price over time is directly proportional to excess
demand, find the time path, P(t) (general solution).
How do you solve the differential equation?
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