BHR Fashions manufactures denim children's dothing for sale through independent retailers. They have chosen to focus on at most 4 products; pants, skirts, vests and caps. Each item requires denim, cutting. sewing and packaging. BHR formulated the problem as a linear program. The sensitivity report generated by Excel Solver is as follows: The sensitivity report generated by Excel Solver is as follows: Question 5 ( 2 points) The skirts have met with unexpectedly high interest and it has been possible to increase the price such that the profits are now $10 per skirt. How does this change affect the number of skirts made and the total profit generated? a) The Increase per skirt profit is within the allowable increase range. Therefore, the optimal solution does not change. Profits, however will increase by $12,000 b) The increase per skirt profit is within the allowable increase range. Therefore, the optimal solution does not change. Profits, however will increase by $6,000. c) The increase in profit per skirt is NOT within the allowable increase range. Therefore, the optimal solution and optimal value will not change. d) The increase in profit per skirt is within the allowable increase range. Therefore, the optimal solution and the optimal value will not change. Suppose that 200 square meters of denim are found to be damaged and cannot be used. What is the impact on total profit? a) Profit will decrease. b) It is not deterministic how profit changes. c) Profit will not change. d) Profit will increase