Here are the steps outlined below: Explanation: Two possible sites are being considered: Bonham: Fixed costs total $820,000 with variable costs at $15,000 per unit. McKinney: Fixed costs are $920,000 and variable costs are $13,900 per unit. Setting the equations: Bonham = 820,000 + 15,000x; McKinney = 920,000 + 13,900x. Solving these gives us
820,000 + 15,000x = 920,000 + 13,900x. This results in
1,100x = 100,000, thus x = 91 units. For the break-even analysis: 1) Break-even point = fixed costs / contribution margin for Bonham: 820,000 / (28,000 - 15,000) = 63 units. Similarly, for McKinney, the break-even is 920,000 / (28,000 - 13,900) = 65 units.
