Answer:
Hope this helps :)
Explanation:
Article one, section two of the Constitution of the United States declared that any person who was not free would be counted as three-fifths of a free individual for the purposes of determining congressional representation. The "Three-Fifths Clause" thus increased the political power of slaveholding states.
People migrating from one place to another, new ideas being introduced. is this multiple choice? i’d say the last one if so
<span>A. there is little left in the country, and it continues to be politically and socially unstable</span>
<span>As indicated
by the article, Coca-Cola did not react quickly enough to alleviate and pacify
its purchasers that its Coke items are harmless and lawful. As indicated by
Coke's </span>social
responsibility commitments, the assertions of legislators spread quickly through India.
Nonetheless, the organization neglected to acknowledge how quick news went to.
Rather than looking to recover the trust and support from its clients, Coke
concentrated excessively on different workarounds. Coca-Cola shaped advisory groups
in India and the US. The advisory groups invested energy to run the tests, besides;
Coke was quiet to its shoppers. As specified by Mr. Seth, Coke's Indian
advertising expert, in the Indian culture, "Here individuals translate silence
as crime". Buyers needed to hear the official clarification from Coca-Cola
instantly and they would not like to hold up later. At long last, Coca-Cola
safeguarded their organization by claiming that different organizations have
comparative issues like Coke.
Answer:
A. law of large numbers
Explanation:
Law of large numbers is the mathematical concept of probability that helps insurers estimate the statistical likelihood of mortality or morbidity losses at any given age.
This idea states that as the number of exposure or an attainment of a larger value increases, it is usually easier and more accurate to predict the likelihood of mortality or morbidity losses. The law of large numbers is the mathematical principle of probability that insurance is based on.
