The quotations which support the central idea that brutus thinks caesar is dangerous and needs to be killed before he becomes even more dangerous are:
- A) And to speak truth of Caesar, / I have not known when his affections swayed / More than his reason.”
- D) “And since the quarrel / Will bear no colour for the thing he is”
- E) “And therefore think him as a serpent’s egg / Which, hatched, would as his kind grow mischievous, / And kill him in the shell.”
<h3>Who was Julius Caesar?</h3>
Julius Caesar was a Roman politician who was known for his conspirator against Julius Caesar.
The act 2, scene 1, of the Julius Caesar is given in the problem. In this scene, Brutus paces back and forth in the garden.
In this scene, he thinks Caesar is dangerous and needs to be killed. The quotations provided in option A, D and E suggest the central idea for the same.
Thus, the quotations which support the central idea that Brutus thinks Caesar is dangerous and needs to be killed before he becomes even more dangerous are:
- A) And to speak truth of Caesar, / I have not known when his affections swayed / More than his reason.”
- D) “And since the quarrel / Will bear no colour for the thing he is”
- E) “And therefore think him as a serpent’s egg / Which, hatched, would as his kind grow mischievous, / And kill him in the shell.”
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Answer: mercury and venus are (closer to) the sun than earth is. so their orbital periods are (shorter) than earths orbit. the further a planet is from the sun the (longer) it’s orbit is.
Explanation:
Answer:
The Harlem Renaissance <u>was an intellectual and cultural revival of African American music, dance, art, fashion, literature, theater and politics centered in Harlem, Manhattan, New York City, spanning the 1920s and 1930s.</u>
<h2>I hope this helps you !! </h2>
An example of Elementary linear algebra 11th edition is given in the image attached.
<h3>What is elementary linear algebra?</h3>
Linear algebra is known to be a part of math work. It is known to be the most easiest form of upper-level math works example is abstract algebra.
Conclusively, using the image attached, the answer will be (x1, x2) = (–8, 3)
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