Explanation:
Analyzing the operational problems faced by Hoosier Burguer, it is correct to say that there is a set of organizational functions that could implement improvements in the company. As the improvement of the supply chain management, which would guarantee that the cycle that the product takes from its production until reaching the final consumer was more effective, ensuring that the product arrived in the right quality, in the right quantity and at the right time until the consumer.
It is also essential to improve the sales and marketing functions in the company, in order to implement actions that promote the products, attract more customers and create a better positioning of the company in the market.
I would say the best answer is A. due to the fact that singing comes natural for her. I hope this helps. have an amazing day :)
Answer:
ECONOMIES OF SCOPE
Explanation:
Economies of Scope concept implies producing different , but related products will reduce the per unit cost of production of the firm (relatively lesser than if the products would have been produced separately.
This happens because of backward & forward linkages in interrelated but different goods' inputs & outputs .
Ex : In this case, another byproduct - molasses has been produced of waste from sugar production, which could have otherwise been purchased input.
Economies of Production is cost reduction due to quantity & not variety production. Diseconomies of Scale & Diseconomies of Scope are their opposite phenomenas leading to cost rise . So , none of these 3 are apt.
Answer:
He could afford to spend $133,411 for the device now.
Explanation:
The maximum the surgeon could afford for the device is equal to the sum of present value of the lawsuit costs that he can avoid in year 2 and year 5 which is:
+ Year 2: 600,000 * %out-of-pocket cost for the law suit = 600,000 * 10% = $60,000;
+ Year 5: 1,350,000 * %out-of-pocket cost for the law suit = 1,350,000 * 10% = $135,000.
=> The amount he can afford for the device = 60,000 / 1.1^2 + 135,000 / 1.1^5 = $133,411.
So, the answer is $133,411.
