Suppose production function q = f(k, l) is homogeneous of degree 1. Consider the following statements. (A) The marginal products of capital and labour (dq/dk and dq/dl) are homogeneous of degree 1. (B) The second-order cross marginal products of k and l are equal (d2q/dldk = d2q/dkdl). (C) By Euler's Theorem: (dq/dk)*k + (dq/dl)*l = q. (D) By Euler's theorem applied to the marginal products: (d2q/dk2)*k + (d2q/dl2)*l = 0. Choose the correct answer from the options given below:
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