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charle [14.2K]
3 years ago
10

What is ironic about mr.shiftlets comments

English
1 answer:
serious [3.7K]3 years ago
8 0

Answer: could yu explane what you are trying to ask if you explane it better i might be able to answer it.

Explanation:

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Me, you, him, her, it, us, them
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According to the author of Shakespeare & the French Poet, what does Prospero decide to give up? Choose two options.
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Answer for 1 one then I’d love
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2 years ago
Write a story that explains the saying, "two heads are better than one"​
snow_tiger [21]

<u>Following is the story that explains the saying: Two heads are better than one.</u>

<u></u>

I told you about number one last week. Today, I'll talk about phrases that use different numbers. Some issues are tough to resolve. However, several number expressions might be useful. For example, if we add two and two, we could receive the correct result. We all know that having two heads is preferable to having one. To solve an issue, it is always preferable to collaborate with another individual.

There are moments when there are no two ways about it. Some issues have a single remedy. You can't be in two minds about this. But, with hope, we'll be able to fix the problem with two shakes of a lamb's tail. We might be able to get our answers swiftly and simply.

We can sometimes kill two birds with one stone. That is, we can accomplish two objectives with a single effort or action. But keep in mind that two wrongs do not equal a right. If you do something horrible to someone, you should not do the same to them. You don't want another to accompany you on a date with your friend. You might just tell your friend that "two's a company, three's a crowd."

I had to learn the three Rs while I was in primary school. Studying, reading, and arithmetic are among the most important skills. These three words don't all start with the letter "R." They do, however, have an "R" sound. My lecturers would give me three cheers when I did well in math. They conveyed their gratitude and admiration for the excellent work they had done.  

Some of my classmates were perplexed and didn't grasp their coursework. They were on sixes and sevens at the time. They didn't care if they graduated from high school. They didn't see much of a difference between the two options. That was their situation: six of one, half a dozen of the other. They were, nevertheless, overjoyed when they finished their studies and graduated from high school. They were on cloud nine. They were on a high.  

Students who perform well in school are hired nine times out of ten. Some people work in an office, doing the same thing every day from 9 a.m. to 5 p.m. For this type of business, you do not need to dress to the nines or wear your nicest attire.

One of my pals applied for a better position at her office last year. I didn't think she'd get it. I felt she had a one-hundred-to-one chance of getting the job. Others in her office felt her odds were one in a million. One of the reasons was that she had been spotted grabbing forty winks at work. During the day, she slept at her desk for small amounts of time. Her boss, on the other hand, assigned her to the new position at the eleventh hour – at the very last minute. I think her fortunate number was called.

3 0
2 years ago
Read the sentence. Inquisitive children make better students. Which best identifies the problem with this sentence. 1. incomplet
Oksana_A [137]

Answer:

The correct answer is 1. incomplete comparison.

Explanation:

In the example, there can certainly exist a logical relation between the two propositions (inquisitive students - make - better students), however, since there is not enough information, a logical relation between them cannot be properly constructed. If the comparison presented some sort of argument then it would be complete. For instance: "Inquisitive children, <em>since they are more curious and open to learning</em>, make better students". Without the argument, the idea seems more like an unsustained opinion, based on prejudice, than anything else.

6 0
3 years ago
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Question 17 (1 point)<br> Find cos 0.
Yuri [45]

Answer:

The answer is 1.

Explanation:

cos 0 = 1

sin 0 = 0

tan 0 = 0

5 0
3 years ago
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