Answer:
balls
Explanation: the correct answer in this ball type sinerio is balls fo sho
The two passages have the theme "time erases everything," as shown in the first answer option.
We can arrive at this answer because:
- The passage from the poem "Ozymandias," shows how all the glory, wealth, and magnificence of a great leader fades over time.
- In this poem, we can see that someone seen as the king of kings, can have all his power terminated and buried in the sand.
- In "On Seeing the Elgin Marbles," we can see how memorable moments pass and become memories of "the old days," even though it seems like it will last forever.
In this case, we can see that the two poems reinforce the idea that everything is fleeting, and that time brings the end of all things.
The two passages the question refers to can be seen in the image below.
More information:
brainly.com/question/11255346?referrer=searchResults
All of the following are effective countermeasures of fatigue except: D. Allowing your eyes to lose focus.
<h3>What is a countermeasure?</h3>
This is the term that helps to describe something that helps a person to fight against another thing. The counter measure is usually what is taken in order to prevent something from happening or occurring.
Here fatigue has to do with the fact that a person is tired, worn out and they need to rest well in order to continue functioning properly in the chores or the tasks that they are known to indulge in.
When a person is tired they would have issues with their eyes enabling them to focus on what they are doing.
Read more on fatigue here: brainly.com/question/12564121
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Answer:
d lazily flipped through the pages
Explanation:
taking text srry if I'm wrong
The central and inscribed angle theorem is used to solve angles and arc measure in a circle.
<h3>What is the Central and Inscribed Angles Theorem?</h3>
The theorem shows the relationship of the measures of an inscribed angle, central angle, and their intercepted arc.
It states that:
- central angle measure = measure of inscribed angle.
- inscribed angle measure = 1/2(measure of inscribed angle)
Therefore, the central and inscribed angle theorem is used to solve angles and arc measure in a circle.
Learn more about central and inscribed angle theorem on:
brainly.com/question/5436956
