yes
Answer:
Prejudices are only a concern if they conflict with the case before the court. As an example a prejudice against French people would not affect a case involving a Korean and Japanese businessmen in a dispute over shares in an American company.
Most people do have prejudices against something. The jury pool would be small if only people totally without prejudice could be eligible to serve.
Yes, Jem is observing that the people he sees on juries don't live in the town - they live in the country. Because they live in the country, the people from town don't really know the people sitting on the jury. At this time (similar to how it works today), there was a box or a list of names of the people living in Maycomb County, and juries are selected randomly. However, at this time, the names of women and African-Americans were not included on this list that jury members were selected from. If people had a legitimate reason to not serve on the jury, they could sometimes be excused
A group of diverse people from different walks of life serving on a jury. Juries are supposed to be representative to ensure the case be considered from different views points and that individual prejudices or opinions do not get in the way of a fair trial.
lol
Yes genocide is a prime example of how cultural prejudices impact society.
People cannot be excluded from serving on court juries on the basis of race.
Prejudices can be taught or learned by personal experience. Biases can be taught by peer group or cultural influences. These biases can be hard to shake. Prejudices due to personal experience can be even harder to change.
The juries were large, usually 500 strong. There were no judges or lawyers -people pleaded their own case, and the juries made decisions on both guilt and punishment.
The deaths of the people prevented further battle in Veracruz.
Pericles.
jury pool
The number of different 12-member juries that can be chosen from a pool of 45 people can be calculated using the combination formula ( C(n, k) = \frac{n!}{k!(n-k)!} ), where ( n ) is the total number of people and ( k ) is the number of members to choose. For this scenario, it is ( C(45, 12) = \frac{45!}{12!(45-12)!} ). This value can be computed to find the total number of unique juries. The result is 1,264,192,000 different 12-member juries.
they used people's prejudices to further the Nazi cause.