In Chapter 2, the author writes about the landscape that the people see; in Chapter 10, the author writes about the buildings the people work in at the stockyard.
To grab attention of the readers, the poets, authors and writers use techniques that let those words stay in the minds of the readers.
Explanation:
One of the techniques which is frequently used and which can be often observed in our everyday lives - news, movies, entertainment sector - is Alliteration.
The similar sound of the initial words/first letter in a line/sentence is alliteration. When there is repetition of the letter that produces the same sound while pronouncing, it creates a pattern in how we understand that sentence.
Here, 'float free' is an example of alliteration - <u>f </u>loat <u>f </u>ree - similar sound of initial words. In alliteration, the words of which first letters are repetitive and have a similarity in sound are always consonants.
Answer:
I chose God as an example of Ethos. He is mentioned several times, and usually when someone involves God in their ted talk, people that believe in Him will likely be more persuaded, since they look up to Him -- he is an authority in Christianity. Secondly, for my Logos, or logic part, I chose an overall idea, since there were no specific quotes. The idea of women's rights is a big topic in this speech. The speaker says, "And ain't I a women?" several times. Women being secondary is a real-life problem, and has been persistently for as long as anyone can remember. This speaker seems to be talking about racism to black women specifically. Finally, for Pathos, I chose "I have borne thirteen children and seen most all sold to slavery, and when I cried out with my mother's grief, none but Jesus heard me!" This sentence provokes sad and negative feelings. Thinking about a mother watching her children be taken away from her for to be sold for slavery is just depressing. When she sought reassurance, the only person there for her was Jesus.
I hope this helps
The answer is c. Re and pro means going backwards and active is memory
To find the product of the two integers, the equation given has to be simplified. This simplified result would yield the correct answer.
<span>w^2 − 3w − 40 = w^2 - 8w + 5w - 40
= w(w - 8) + 5(w - 8)
= (w + 5)(w - 8)
I hope that this is the answer that you were looking for and the answer has actually come to your desired help.</span>
