The chronology displayed in the excerpt is option 3) "Pope follows to invest in the cycling industry steps".
In this excerpt, the author is narrating Pope's interest in bikes as a way to make make business. Evidence in the text supports this view: "A Civil War veteran and entrepreneur, he wondered about the machine's possibilities as both a business venture and a means of transportation". In this part, the author describes Pope as entrepreneur and how he thought about the possibility of investing in bikes. Then, at the end of the excerpt, the author tells how Pope was convinced by the bikes' possible business success "the businessman suddenly saw the potential of traveling on two wheels."
Answer:
Question 5: a. circular reasoning
Both statements fail to prove themselves valid. They rephrase the wording from earlier in the claim.
Question 6: Either-or
The first claim assumes the only way to be a bad doctor is to get your medical degree overseas. It implies that you are either a skilled doctor or one who was educated overseas. In reality, there are more options. The second claim provides two options: a career that benefits humanity or one that makes them enough money. This is a fallacy because a career can be both rather than solely one or the other.
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Explanation:
Answer:
horses
Explanation:
bcuz the John Steinbeck can't traveled with other animals
Answer:
To keep track of how well he was doing.
Explanation:
'The Autobiography of Benjamin Franklin' is an unfinished autobiographical account of life of Benjamin Franklin.
In Section 9, of his memor, he writes that at this point of his life, he conceived a thought of arriving at 'Moral Perfection'. To attain 'moral perfecrtion' Franklin came up with an idea to make a chart in his book, giving thirteen pages to this task. Thirteen pages for thirteen virtues, givin a weeks time to each virtue.
He made a chart for each virtue to keep a record of how well he is doing in accomplishing his goal to attain 'Moral Perfection.' Everytime he failed, he marked the bx with black color.
Therefore, option A is correct.
