Answer:
The answer is
A. A U.S. auto organization starts making certain auto parts in Bangladesh.
B. A U.S. auto organization contracts a South Korean organization to make its tires.
C. A Japanese auto organization opens a processing plant in the United States.
Explanation:
South Korea is popular for its economy blasting, with Samsung, LG, Hyundai, and Olympic amusements in 1988. In 2000's, with the exception of the colossal brands, South Korea is likewise renowned for her media outlet . Manga style is a miracle.North Korea, formally the Democratic People's Republic of Korea, keeps on being a Touche communist state under the lead of the Workers Party of Korea. In South Korea, socialism stays unlawful through the National Security Law.
Answer:
d. 4 years.
Explanation:
The payback period is the length of time that it takes for the future cash flows to equal the amount invested in a project. It takes 4 years to get $800,000 for Natal Technologies product.
As Andre Marinus de Ruyter is one of the directors of the public utility company, he will be able to make informed decisions for business process.
<h3>Who is Andre Marinus de Ruyter?</h3>
He is Chief Executive Officer & Director at the Eskom Holdings SOC Ltd which is a South African electricity public utility that was initially established in 1923 as the Electricity Supply Commission.
In an organization, an informed decisions refers to the gathering of facts and information that may be relevant to the decision making or the interpreting of that information through critical analysis.
Mostly in a publicly traded company, the people that choose to buy stock in the company become shareholders and gain partial ownership of the company. These shareholders collectively elect executive board members who make high-level decisions about the direction of the company.
Therefore, as Andre Marinus de Ruyter is one of the directors of the public utility company, he will be able to make informed decisions for business process.
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C. The company’s prospectus
<u>Answer:</u>
<em>An</em><em> appliance manufacturer</em><em> gives a warranty, and 95 percent of its appliances do not require repair before the warranty expires. An </em><em>organization buys</em><em> 10 of these appliances. The interval that contains 95.44 percent of all the appliances that will not require repair is (8.12, 10.88)</em>
<u>Explanation:</u>
Here we can calculate the confidence<em> interval for a proportion </em>of 0.95 and a sample size of 10. Note that the critical value for 95.44% confidence is 1.9991.
Between 81.22% and 108.78% of 10 units is 8.12 and 10.88 units. Therefore the <em>confidence interval is:(8.12, 10.88).</em>