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Function given: Qt=A0Lt^6Kt^4, Lt=L0e^.03t, Kt=K0e^.02t
1. Growth of labor is continuously compounded at 3%
2. Growth of Capital is continuously compounded at 2%
Solve:
1. Derive a formula for the growth of output from year 0 to t?
2. Derive an expression for ln(Qt)
If population growth carry on then there will not be sufficient resources around for everyone this will lead to an event such as famine / war, which will decrease the population.
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