Inverse Demand Function
p(z)=a-bz=a-b(x+y)
Foreign firms
π*=x(p(z)-t)-C*(x)=x(a-b(x+y)-t)-cx
FOC ⇒ Reaction Function of Foreign Firms
x=r*(y,t)=(a-c-t)/(2b)-(1/2)y
Home firms
π=y(p(z)-t)-C(y)=y(a-b(x+y)-t)-cx
FOC ⇒ Reaction Function of Home Firms
y=r(x)=(a-c)/(2b)-(1/2)y
Nash Equilibrium
x=(a-c-2t)/(3b)
y=(a-c+t)/(3b)
t↑⇒ x↓, y↑ (C→D)
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