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Marina86 [1]
2 years ago
15

Read this excerpt from “Not a Dove, But No Longer a Hawk.” I remember distinctly the thrill of climbing aboard a U.S. Army helic

opter in the cool of the morning and taking off across the rice fields with a South Vietnamese battalion for a day’s jousting with the Vietcong guerillas. There was hope then that the non-Communist Vietnamese might win their war. I was proud of the young American pilots sitting at the controls in the cockpit and I was grateful for the opportunity to witness this adventure and to report it. We are fighting now, I used to think, and some day we will triumph and this will be a better country. Which choice best describes how the author builds conflict in this excerpt? He reflects back and describes his initial optimism of the war. He makes predictions about the possible outcomes of the war. He criticizes the US government for becoming involved in the war. He shares his hopes for the non-Communist Vietnamese.
English
2 answers:
Ugo [173]2 years ago
8 0
A). He reflects back and describes his initial optimism of the war.
harina [27]2 years ago
6 0

Answer:

He reflects back and describes his initial optimism of the war

Explanation:

By going through the given extract from Not a Dove, But No Longer a Hawk, particularly in times of where the speaker expresses "...We are fighting now, I used to think, and some day we will triumph...", we can come to a judgement or decision by reasoning that the way of thinking expressed by the speaker in backdating is not the same way of thinking they now expressed. The speaker begins a sentence to then provide the actual elucidation by expressing that "... I used to think..."

Thus, our CORRECT answer is "He reflects back and describes his initial optimism of the war"

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Answer:

The last graph in the option represents the overall equation of this scenario (it is option D if the last graph shown is the fourth option).

Explanation:

A manufacturing machine has two processes.

First let's represent the time of the two processes with variables:

The time of 1st process = a

The time of 2nd process = b

Since 1st process is repeated 4 times = 4×a = 4a

Also 2nd process is repeated only once = 1×b = b

Then we would represent the equation of the entire process

The entire cycle is said not to take longer than 3 minutes, meaning it less than or equal to 3 = ≤3

The equation of the entire process gives an inequality:

4a+b ≤ 3

Next, we would derive values for a to get b and vice versa in order to plot the graph using the equation: 4a+b = 3

For a = 0

4(0) +b= 3

b = 3

(a,b) = (0,3)

For b = 0

4a + 0 = 3

a= 3/4 = 0.75

(a,b) = (0.75, 0)

Let (a,b) represent (x,y) on the graph

Plotting the graph with coordinates (a,b) = (x,y) : (0,3), (0.75, 0); we get a line going downward passing, through 3 on y axis and 0.75 on x axis. The shaded portion represent the inequality: 4a+b ≤ 3

The last graph in the option represents the overall equation of this scenario (it is option D if the last graph shown is the fourth option).

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