A company has monthly sales demand of 500 units each of products A and C, and 400 units of product B. A has contribution of 7 per unit and uses 2 production hours per unit. B has contribution of 16 per unit and uses 4 production hours per unit. C has contribution of 9 per unit and uses 3 production hours per unit. If total available production hours are 2900 hours, how much of Product C would the company produce under an optimal production process? Oo O 100 0 300 O 500