Answer: In managing a political risk, the first thing to do is to go on a research, to determine the type of political risk that is likely to occurs in the country or state, and the level of influence this risk has on your business. If the risk is manageable, then investment can start, but before start, you should get a political risk insurance certificate, from a national insurance body or an international insurance body. If at a time the risk becomes higher, that it is likely to affect the production of my profit. The business will be incorporated with a government owned business. So as to sustain the business profit, because no Government will want to establish any law that will have big negative effect upon its own business. If the high risk is as a result of the host community, then the business should be incorporated with the community, so that their will see a sense of belonging to the business.
Explanation:
The political risk found in managing any business are the influences government policies have on that business, this includes taxes,spending,regulation,currency valuation,trade tariffs, minimum wage and environmental regulation.
Answer:
net incremental cost = $ 2.2
Explanation:
Data provided:
Direct material cost = $ 10 per unit
Direct labor cost = $ 24 per unit
Overhead cost = $ 16 per unit
thus,
the total cost of the product = $ 10 + $ 24 + $ 16 = $ 50
Now,
if bought from outside cost = $ 45
Overhead cost if bought from outside = 45% of the overhead cost
= 0.45 × $ 16 = $ 7.2
hence, the total cost if bought from outside = $ 45 + $ 7.2 = $ 52.2
since, the cost of product if bought from outside side is greater than the product is produced by own
therefore, the net incremental cost = $ 52.2 - $ 50 = $ 2.2
Answer: $30000
Explanation:
Based on the information given in the question, the required reserve will be:
= $60000 × 25%
= $15000
Since the bank's required and excess reserves are equal, then the excess reserve will be $15000.
Therefore, the actual reserves will be:
= Required reserve + Actual reserve
= $15000 + $15000
= $30000
Answer:
The answer is NO. The experimental results did not support the claim that less than 0.2 percent of the company's batteries would fail during the advertised time period.
Explanation:
From the illustration, for 15 batteries to fail out of 5000 batteries that means a 0.3 percent failure. Hypothetically, since there has been a claim that about 0.2 per cent will fail and we now have a confirmed failure rate of 15 in 5000 or 0.3 per cent rate, then we can infer that the hypothesis of 0.2 percent may be incorrect after all since it is still less than the confirmed rate of 0.3 per cent failure. Thus, since 0.3 rate is higher than 0.2 rate, then the hypothesis is wrong by a margin of 0.1 percent.
