# 3 Production functions-Will it affect labor productivity 1 answer below »

**3 Production functions **

Suppose there are two ingredients of production: excellent (K) and drudge (N). Let A be a technological parameter (take it as loving)

**Answer the following:**

1. Does any of the following production functions demonstrate faithful returns to flake? Justify your response with a one-line proof

(a) Y = AK^{0.4} N^{0.6}

(b) Y = AK^{a} N^{ß},
with a+ ß>1

(c) Y = min (K; N)

2. Suppose that the issueion
function is loving by Y = C + K^{a}N^{1-a} where C is a positive
constant. Does an growth in C feign the marginal issue of any ingredient? Will
it feign drudge issueivity?