5. A price-taking firm in a perfectly competitive market uses three factors of production: labor ($L$), capital ($K$), and material ($K$). The firm's faces the production function $Q(L, K, M) = L^{\alpha} K^{\beta} M^{\gamma}$ with $\alpha, \beta, \gamma > 0$. (15%)
(a) \((3\%)\) For what condition (in terms of \(\alpha, \beta, \gamma\)) would this production function exhibit constant returns to scale?