Certain unalienable rights mean certain right can never be taken away.
Option D
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Explanation:</u></h3>
Unalienable rights are the rights that are given to a person as a birthright. These rights cannot be denied by any means nor can the individual give them up by choice.
In the drafts of The Declaration of Independence, many drafts mention passages about how the 'Creator' has given undeniable rights to all individuals. One such right as mentioned in the drafts is 'the liberty to life and enjoying it'. The passage further explains that these rights cannot be given up by us nor denied to us as they are a part of us. They help in defining the person that we become through the course of our life.
Answer:
Hawks because he is the best pro shiggy becuase best villain and kirishima because best pro in training
Answer: Early adopter
Explanation: Individuals or groups who buy into a company's product before many others are called early adopters. Early adopters usually get a feel of the product or services before it becomes popular having already experienced the benefit and shortfalls of the product or services before many other individuals within the community.
Being among the first set of users or consumers, product manufacturers and impending consumers rely on early adapters to provide update about product shortfalls and general verdict on product performance.
Answer:
d) in a republic, elected individuals, rather than citizens themselves, have the direct power to make most governmental decisions
Explanation:
In a republic state, the power is held by the people and their elected representatives, who choose a president instead of a monarch. On the other hand, a democracy is a system formed by the whole population, who usually chooses their representatives. As a result, the direct power in a republic is held by the people's representatives in the Congress, while power in a democracy is typically held by the population itself.
Answer: t=-5.651
Explanation:
Let 
be the population mean number of hours a week answering their email.
As per given we have
Sample size : n= 783
Sample mean : 
Sample standard deviation: s=7.23
Since population standard deviation is unknown, so our test -statistic has a t-distribution.
Test statistic : 
∴ The test statistic : t=-5.651
