This passage is taken from the book “<u><em>Animal Farm</em></u>” written by <u>George Orwell,</u> which relates about animals on a farm who rebel against their farmer.
Question: How does Orwell use satire to support his purpose in this passage?
Answer: He uses ridicule to make fun of the beliefs of revolutionaries
Answer:
Well I don't know what poem this is about, but most times when poems are written in couplets, it's to add a beat and rhythm and to influence the mood in a certain way (mostly to create suspense). Personalize this to whatever poem this dicusses.
Explanation:
<em>Hope this helps, Have a good day!! :)</em>
Answer:
The speaker is concerned that the subject of the poem will become lost during her life is the correct answer.
Explanation:
Jimmy Santiago Baca was born in 1952 in Santa Fe. According to <em>Poetry Foundation</em>, "of Chicano and Apache descent". In the mentioned poem, I am offering this poem, the speaker creates a world around the poem, the only possession he has to offer the subject. In the second stanza, he does talk about warmth provided to the object, but it is not the stanza mentioned in the question. In general, the idea of the <em>whole</em> poem could be resumed in letter D statement. Even though it looks like that at the very beginning of the third stanza, the speaker doesn't provide directions to travel through the wilderness. In this stanza, the speaker is concerned that the subject will become lost during her life, and also mentions he would always be with the object.
Answer:
is the circles area.
Explanation:
<em>Before we answer the math problem, let's examine what we know so far.</em>
![\left[\begin{array}{cc}raidus =14miles\\Diameter = 28miles\\circumference = 87.92 miles\end{array}\right]](https://tex.z-dn.net/?f=%5Cleft%5B%5Cbegin%7Barray%7D%7Bcc%7Draidus%20%3D14miles%5C%5CDiameter%20%3D%2028miles%5C%5Ccircumference%09%3D%20%2087.92%20miles%5Cend%7Barray%7D%5Cright%5D)
In Terms of Pi π
circumference = 28 π mi
Area = 196 mi^2
- <em>How I found the </em><em>diameter</em><em> ( R stands for Radius )</em>
- <em>How I found the </em><em>circumference</em>
<em>( The circules area )</em>
So, is the circles area.
Hope this helps! :D
