Answer:
C. blacks and whites were segregated and had separate facilities, different schools and living areas, and unequal access to job opportunities is the correct answer.
Explanation:
This is an example of whistle blowing, in which an employee of an organization informs the public of a wrongdoing by its organization. Due to the potential negative consequences to the employee who reports her organization's wrongdoing, there are laws in many countries to protect whistle blowers.
Answer:
It is incorrect to classify an American politician as a communist because they have indicated the need for government to up its intervention in some aspect of the economy due to the following reasons:
A communist is one who is an ardent adherent and supporter of the ideologies of communism.
Communism is the political philosophy which supports the position that the government or the state ought and should control all resources and distribute them according to the ability of each individual to contribute to it with the intention of eliminating inequality.
The question asserts that the Americal politician is asking for MORE government involvement, not TOTAL government take over as is the case in Communism. The label - Communist therefore does not correctly qualify the politician.
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Answer:
World War II put a heavy burden on US supplies of basic materials like food, shoes, ... babies, which had to be turned in along with money to purchase goods made with ... Tires were the first product to be rationed,
The best way to illustrate the relative frequency distribution is a percentage or a proportion.
For example, imagine that in the survey conducted above 80 people where interviewed and 35 were democrat, 24 republican, 12 libertarian, and 9 chose another party.
- Absolut frequencies would be the number of responses for each option: 35, 24, 12 and 9.
- Relative frequency (democrats) = 35/80 = 0.4375= 43,75 % of the participants
- Relative frequency (republicans)= 24/80= 0.3 = 30% of the participants
- Relative frequency (libertarians)= 12/80= 0.15 = 15% of the participants
- Relative frequency (others)= 9/80= 0.1125 = 11,25 % of the participants