Answer:
The option E is correct
Explanation:
Solution
Given that:
The output manufactured to Q = 5Lk
Where L= Labor quantity
k=Capital quantity
The price of K= $12
The price of L =$6
Now,
We find the combination of both K and L that will produce 4,000 units of output.
MPL/MPK is defined as the cost minimizing combination = w/r
Thus,
MPL/MPK = D(Q)/dl = 5k
same will be done for L,
MPL/MPK = D(Q)/dk = 5L
We divide 5K and 5L
So,
5k/5L =$6/$12
k/L = 1/2
Thus,
k =L/2
Now, when we substitute the value L = 2k in Q we have the following below:
Q = 5k * (2k)
Given that Q = 4000
So,
4000=10k2
4000=k2
we divide
k =20
L = 2k = 2820
= 40
Therefore, L =40, k = 20
Answer:
$ 1,001,800
Explanation:
The following costs will be included in th cost of land
Purchase cost: 990,000
Closing cost: 2,900
Back Taxes: 8,900
(land taxes are payed every year, so they can't be included in the cost of land)
Total cost of land= 990,000+2,900+8,900= 1,001,800
Answer:
Capitation
Fee for service
Explanation:
Bundled payment provide a single payment to hospitals, doctor, physician, and other providers (for home care, lab, medical equipment, etc.) for a defined episode of care. It is described as "a middle channel" between fee-for-service reimbursement (that allows providers to be paid for each service they render to a patient) and Capitation (that allows for providers to be paid a "lump sum" per patient not regarding how many services the patient receives), given the risk is shared between payer and provider. Bundled payments was proposed in the health care reform debate of the United States as a strategy for reducing health care costs, especially during the Obama administration.
Answer and Explanation:
The challenges that occurs is as follows;
1. Adaption of an outside atmosphere
2. Language related problem
3. Every person have different kind of understanding skills that is difficult also it must be adopted for explaining the project to the other people
So as per the given statement, the above represent the challenges that arise in the case when the project manager shifted to a foreign country for managing a project of 5 years