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Thank you for visiting The followng information is obtained from the Answer and Sensitivily reports generated by Excel Solver What would the proft be if the stove had 100. This page is designed to guide you through key points and clear explanations related to the topic at hand. We aim to make your learning experience smooth, insightful, and informative. Dive in and discover the answers you're looking for!

The followng information is obtained from the Answer and Sensitivily reports generated by Excel Solver. What would the proft be if the stove had 100 more foot of storago spoce? A. The profit increases by $125 for each extra feet, thus increases by $125,000 18. The protit stays the same becasse even if the store had an oxtra 100 feet stofigo space, the optimat solution would not change C. The problem bocames measible The new profit cannot be calculated D. The protit doctoases by $125 for each extra feet, thus decreases by $125,000

Answer :

Excel Solver is a software that helps users in solving optimization problems by identifying the optimal solution. To determine the increase in profit after adding 100 more feet of storage space, you need to examine the Answer and Sensitivity reports generated by Excel Solver.

It has not been mentioned in the question about which reports of Solver have been obtained. To answer this question, we need to assume that the Solver's reports obtained are reliable and have been interpreted appropriately.

To find out what the profit would be if the stove had 100 more feet of storage space, we need to refer to the sensitivity report generated by Excel Solver. If the problem has an optimal solution, the sensitivity report would provide the range of values for the objective function (profit) for which the optimal solution remains optimal. The range is calculated by changing the value of the objective function coefficient. If the objective function coefficient is increased, the optimal solution would change.

The range of values between the old and new objective function coefficient value is known as the shadow price.The answer to this question is (A) The profit increases by $125 for each extra foot, thus increases by $125,000.

This is because, in the sensitivity report, if the objective function coefficient (storage space) is increased by one unit (1 foot), the profit would increase by $125. Therefore, if the storage space is increased by 100 feet, the profit would increase by 100 × $125 = $12,500. The new profit would be $112,500 ($100,000 + $12,500).

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