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Does a neoclassical production with constant returns to scale implies type of Cobb-Douglas

$F(K, L) = K^{\frac{1}{4}}L^\frac{3}{4}+K^{\frac{3}{4}}L^\frac{1}{4}$
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We have that: $$\ln(\text{pop in year 2}) - \ln(\text{pop in year 1}) = \ln\left(\frac{\text{pop in year 2}}{\text{pop in year 1}}\right)$$ So if both are measured in millions or in thousands, the ...