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21.02.2020 •
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Anne Bradstreet was a Puritan who lived during Colonial America. Her poems reflected elements of her personal life. In this poem, her house has burned and she has lost all of her possessions. Read the last two stanzas (lines 43-54). How do these lines reflect aspects of her Puritan beliefs?
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Ответ:
Your question is missing the options. I've found the complete question online. It is as follows:
Anne Bradstreet was a Puritan who lived during Colonial America. Her poems reflected elements of her personal life. In this poem, her house has burned and she has lost all of her possessions. Read the last two stanzas (lines 43-54). How do these lines reflect aspects of her Puritan beliefs?
A) She relies on her own work ethic to build her another house.
B) She is so distraught that she wishes she had died in the fire.
C) She knows that her permanent home is waiting for her in heaven.
D) She prays for an architect from town to come build her a new home.
The correct answer is letter C) She knows that her permanent home is waiting for her in heaven.
Explanation:
In the last two stanzas of her poem "Verses upon the Burning of our House, July 10th, 1666", author Anne Bradstreet calls God the mighty Architect. She does not seem to repine over the house she has lost to the fire. Quite the contrary, she is faithful to the belief that her permanent home is the spiritual one waiting for her in heaven. That is a reflection of her Puritan beliefs. This world is nothing but a passageway for the next and most important one. She does not need to suffer over material losses because what truly matters is the spirit. As she says in the last line of the poem, "My hope and treasure lies above."
Ответ:
49.92 miles/hour
Step-by-step explanation:
32 miles/hour = 32 * 5280 = 168960 ft/hour
For the collision to occur, both cars must arrive at the intersection at the same time.
The time it takes for the Mercedes to travel 400 feet at the rate of 168960 ft/hour is 400 / 168960 = 0.002367 hours
So the Ferrari should take the same time to travel 624 feet as well, its speed would be
624 / 0.002367 = 263577.6 ft/hour or 263577.6 / 5280 = 49.92 miles/hour