This theme helps develop the theme of equality and freedom in the novel.
Thus far in the novel, Huck has run off with Jim and has begun to realize slavery is morally wrong. He sees Jim is just like him, and that enslaving another person is not right.
When Huck attempts to save the criminals in Chapter 13, he does so because, as he realized with Jim, Huck realizes he is no different from these men. He wonders what happened to bring this men to this situation and thinks that a similar misfortune might befall him one day. He does not want to see any man die, and so he tries to save them.
Answer:
ОА. Some people think that the idea for the circus came from ancient times.
Explanation:
Based on the given excerpt from the article <em>The American Circus in All Its Glory</em>, it is safe to say that the writers, Joseph Bottum and Justin L. Blessinger retrace the history of how circuses came to be especially in the American context. This article delves deep into the how and why of circuses and how it has developed over the years and formed itself into the American culture.
The phrase<em> "popular myth typically traces the modern circus back to the ancient Romans"</em> <u>implies that the popular belief of people about the circus was that it originated from ancient times, more specifically the Romans</u>. But as we will read in the latter part of the article, this is not so. In fact, circuses and the very image of what we now picture as a circus is only a recent thing.
Thus, the correct answer is option A.
In "Rhinoceros," what does the forceful entrance of the rhinoceros in the entrance most likely foreshadow?
Answer: I believe that the entrance of the rhinoceros in the entrance most likely foreshadows the idea of what the rhinoceros. This quickly spread as the second one kills a cat. By the time people realize everyone starts turning into a rhinoceros themselves. They represent fascism tyranny in the form of an epidemic. The only one in the end of this story who remains unchanged.
I hope it helps, Regards.
In cryptography, the hybrid argument is a proof technique used to show that two distributions are computationally indistinguishable.
