Answer:
D. Narrow his focus
Explanation:
In writing a research,a topic has to be selected first. This could be provided by a supervisor or the individual, on a topic he is interested in. After forming a topic, many general questions should be formed. This would provide a wide view from which to assess the topic.
Too many general questions ought to be further narrowed into more specific questions. It is important that the researcher chose a topic on which information could be found easily. This would make it easier for the questions to be easily narrowed and not too broad. He should also avoid open ended questions, that is yes or no questions, so as to make the information more meaningful.
The correctly formatted in-text citation would be: Odysseus's men "bent steady to the oars" (Homer 79).
Answer: Verbal irony is when a speaker says something when he or she means another thing. It is mistakenly known as sarcasm. Sarcasm, however, connotes a little bit of a mean twist or a derogatory statement.
Explanation: Verbal irony can be for example when after a hard day at work in which everything went wrong you say: What a great day¡
The answers to the prompts have been provided thus:
- Peter Dawson went to the stadium the day of the finals to offer encouragement to the competitors.
- Peter Dawson might have felt bad but not daunted or bitter about not being allowed to compete.
<h3>How to decode the meaning of a text</h3>
When given a text to read and understand the meanings implied, it is important to go beyond what is written. You need to understand the tone of that text through the language used.
This will help you to make meaning of the text and answer the prompts correctly.
Learn more about narrative texts here:
brainly.com/question/19990924
Y - 4x ≤ -6y - 4x ≤ -6
We add 6y and 4x to each equality
7y ≤ 0 ≤ 6y + 4x -6
Observing:
7y ≤ 0, we see that the values of y can be only negative or 0, not positive.
So we are left with (-2,-14) (-1,-9) (0,-5)
We check the second equality:
6y + 4x - 6 ≥ 0 for these 3
None of the inequalities satisfy the given expressions simultaneously.
