These lines are correct:
<span>The other motive,
Why to a public count I might not go,
Is the great love the general gender bear him;
Who, dipping all his faults in their affection,
Work, like the spring that turneth wood to stone,
so that my arrows,
Too slightly timber'd for so loud a wind,
Would have reverted to my bow again,
But not where I have aim'd them
Here, Claudius is clearly saying that he cannot accuse Hamlet of anything because the people in Denmark love their prince, so even if he did try to accuse him, nobody would believe him anyway. This is why he doesn't want to accuse Hamlet of Polonious's murder like that, but rather reveal the secret in other ways.
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Answer:
Are you speaking about the actors or the audience? If you are talking about the actors- never! It would be highly irresponsible to fall asleep at your job. If you are talking about the audience- I suppose you can fall asleep whenever, but it would be disrespectful to the actors (unless you are watching the film version).
Answer:
They demonstrate how desperately Douglass longs to be free.
Explanation:
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The main idea is to emphasise how being organized, efficient and puntual helps a leader to achieve their goals. In this example, Molly Spencer the Spanish Club president, has been able raise funds and help students to go Abroad and be able to practice the spanish in a native speaking country. She is the perfect example of a leader that also inspires others and thanks to discipline, planning and organization is able to achieve efficiency.
The definition provided in the question refers to the Perpendicular Transversal Theorem about lines, as stated in option D and further explained below.
<h3>What is the Perpendicular Transversal Theorem about?</h3>
Imagine we have two parallel lines in a plane. Now, we draw another line that is perpendicular to one of them. According to the Perpendicular Transversal Theorem, this line will be perpendicular to both lines, since they are parallel.
The explanation above is the same as the definition provided in the question. Therefore, we can conclude that the correct answer is Perpendicular Transversal Theorem, option D.
Learn more about parallel lines here:
brainly.com/question/1698138
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