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Suppose that the real GDP per capita in country j ∈ {A,B} follows this equation:

yj(t) = yj(0) · egjt

Show that lnyj(t + 1) - lnyj(t) = gj;

Suppose that yA(0) = 1 and g= 2%. How long it takes for the (log of) real GDP per capita to double?

Suppose that yA(0) = 1 and g= 7%. How long it takes for the (log of) real GDP per capita to double?

Suppose that yA(0) = yB(0) = 1, g= 2% and g= 4%. What is the (log) difference in real GDP per capita between country A and B when t = 50?

Suppose that lnyA(T) - lnyB(T) = 2, g= 2% and g= 4%. Calculate lnyA(0) - lnyB(0) when T = 50 and T = 100.

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