Answer: C) The speaker's kiss is "the first suggestion that love
outlives the heavenly bodies.
Explanation:
Option A is incorrect because, if the speaker's whisper was meant to remind the girl that even love must end, the poem wouldn´t be a good example of "the endurance of love." Option B is incorrect because at no point does the daughter claim that God is "more
immortal even than the stars." Option D is incorrect because the speaker never implies that the daughter should mourn for all things that die, and not just herself.
In "On the Beach at Night," Whitman describes a father and his daughter watching the stars in the evening sky. When the sight moves the daughter to tears, the father kindly comforts her and states that there´s something that will last longer than Jupiter, the sun, or any star. Despite not offering an answer, we can infer that the author is referring to the love father and daughter share, and that´s why the poem shares the theme of "the endurance of love."
Answer:
A is the answer
Explanation:
The paragraph specifically talks about how the body responds to stress.It does not give information on the caveman,neither does it give information on how modern and ancient stresses differ.
:)
Answer:
A because you're like the third person there it isn't D cause that's like yourself and c is past tense
Explanation:
A is the answer
I am pretty sure it is Latin And Greek.
Answer:
Yes, it is proportional.
Proportions Explained:
Draw 2 triangles, triangle ABC and triangle DEF. Label any 2 sides of triangle ABC as measuring 18" and 4". Label the 2 corresponding sides of triangle DEF as measuring 72" and 16".
When you see if 18/72 and 4/16 are proportional, you are seeing if triangle ABC and triangle DEF are similar. One way to do it is with proportions, which is the way we are doing it. When making proportions, you want to put corresponding sides into the same fraction. For example, let's say you labeled side AB as 18" and side BC as 4". In triangle DEF, let's say you labeled side DE as 72" and side EF as 16". When making proportions, you want to put the corresponding side lengths (AB and DE) into the same fraction. Second fraction, same way. Just remember that the second fraction has to correspond with the first fraction. If you put the side length of triangle ABC on top and the side length of triangle DEF on bottom, you need to do the same for the second fraction.
But, they did the previous steps and want you to do the rest:
Now you have two fractions: AB/DE and BC/EF, or 18/72 and 4/16. Fully reduce each fraction, and if they come out to the same fully reduced fraction, they are proportional and the two triangles are similar. 18/72 reduces to 1/4 and 4/16 reduced to 1/4. 1/4=1/4, so the final answer is yes.
