theorem marginalProductK_pos {A α ρ K L : ℝ} (hA : 0 < A)
(hα : 0 < α) (hα1 : α < 1) (hK : 0 < K) (hL : 0 < L) :
0 < marginalProductK A α ρ K L := by
simp only [marginalProductK]
apply mul_pos
· apply mul_pos
· exact mul_pos hA hα
· exact rpow_pos_of_pos hK _
· exact rpow_pos_of_pos (cesInner_pos hα hα1 hK hL) _Two-Factor CES Production Function (Layer 1 of Macro Extension)