The narrator is brisk and businesslike;Wheeler takes his time is the answer
Answer:
If your options are:
A. The poem uses variations of meter to affect rhyme.
B. The poem’s sentences flow across stanzas.
C. The poem’s stanzas have varying lengths.
D. The poem uses nontraditional syntax and rhyme scheme.
Then the answer is D.
Explanation:
The nontraditional syntax is best shown in the use of enjambment - interrupting the thought and syntactic structure in the middle and moving the rest to the next line. For example: "and older than the // flow of human blood (...)"
Here, the definite article "the" has been separated from the noun "flow", which means the phrase is visually broken in half.
- A isn't true because this poem conveys its meaning through rhythm and not rhyme. There are virtually no rhymes here and the syntax (sentence structure) is disrupted, invoking the sound of a river flowing in irregular but consistent waves.
- B isn't true because the sentences do flow across lines but not across stanzas.
- The stanzas do have varying lengths. But even though this element was pretty rare prior to the 20th century, it is not exclusive to modernist poetry. That's why C isn't true either.
C. They feared the radicals who had taken power in France during the revolution
It's D. Biography, I believe.
Answer:
This solution is incorrect.
Explanation:
We will use the substitution method to solve this equation.
- The first step is to isolate one of the unknowns to find the solution, in which case we will isolate the x.
Then:
x - y = 75
x = 75 + y
- In the second step, we will replace the x found in the second equation to solve the first equation.
x + y = 743
(75 + y) + y = 743
75 + 2y = 743
2y = 743 - 75
2y = 668
y = 668/2
y = 334
- In the third step, we substitute the value of y in any of the questions to find the final result:
x - y = 75
x - 334 = 75
x = 75 + 334
x = 409
Therefore, if x represents the number of tickets sold before the tournament, and y represents the number of tickets sold at the door, and as the values of x = 409 and y = 334, we can conclude that the assistant made a mistake and inverted the values.
