<u>It helps the writers visualize the inside of a black hole. </u>
<em>The other options can described bluntly and scientifically with just names and numbers. </em>
If the writer were to use more formal writing to describe things so abstract like a black hole, it would be hard for the common reader to understand.
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for example,
The black hole looks like a giant vacuum of nothingness (informal)
The black hole is like a mass whose Schwarzchild radius is outside of itself (formal)
Which is easier to understand? Most likely the first one because of the use of informal language and writing.
Hope I helped!
I would lose nothing. I mean there are other stuff in life to enjoy. :) hope this helped!
Hello there!
Part A.
Connotative meaning is the emotional or cultural meaning that you give to a certain term. In the narrative of the Life of Frederick Douglass, the connotative meaning that the author gives to the word "warmly" in the second sentence should be "quietly and seriously".
<em>Argument:</em> Since Mrs. Auld does not know how to treat a slave -because she has never had a slave before- wants to teach Douglass how to read. She assumes that he is warmly urged to learn, but nobody hears him screaming for a better life.
Part B.
The effect that the author uses within the word "warmly" in this passage is that Mr. Auld feels strongly that Douglass should not learn to read.
<em>Argument:</em> When Mr. Auld notices that his wife is teaching Douglass how to read, he gives her a lesson. He said to her that teaching a slave how to read is forbidden and illegal, and he stands out the point that if slaves start knowing the basics such as reading, they would not want to be slaves anymore and people like them -Mr. and Mrs. Auld- would not have servitude.
I would belive it would be be A
congregation(,<span>a group of people assembled for religious worship.</span> )
Could you add me as best answer?
To find the area of a rectangle the formula is length times width
rectangle A = l x w
= 24 x 20
= 480
480 is the area of rectangle A
rectangle B's width is 12 meters less than rectangle A
since the width of rectangle A is 20 you take 20 and subtract 12
20 - 12 = 8
the width of rectangle B is 8
now since the question said that rectangle A and B both have the same area you put 480 into the formula
and since we now have the width of rectangle B we can figure out the length
Area = l x w
480 = length x 8
480 divided by 8 is 60
60 is rectangle B's length
so the answer is b)
