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siniylev [52]
3 years ago
9

In a typical essay, where will the strongest piece of evidence be shared with readers?

World Languages
1 answer:
S_A_V [24]3 years ago
7 0
Usually, you will find the strongest pieces of evidence in the body paragraphs.
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Write an composition that illustrate the saying the rich also cry (not more than 250 word)
Radda [10]
People all have feelings, no matter how rich or poor they are. Sometimes, they are sad, and express their emotion by crying. Others, might cry because they are angry or hurt. For example, the poor might cry because they are too poor, and desperate for help. Sometimes, it makes you feel better. The rich on the other hand, might cry because some anonymous people posted some mean and rude words on social media of them. That is perfectly understandable to break down, and let out your troubles. The rich might cry, just because of a sad movie, or accidentally falling down. These little things can cause such an outbreak in everyone, and it is very normal.
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2 years ago
Theseus ā patriā ad Cretam<br> translation
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Answer:

Theseus, Attico legenda magnus magister, Aegei filius, rex Athenas, et Aethrae Pitthei filia, Trcezen regem (in Laconia), aut maris Neptunum deo et coelo. Concrederet Aegeus refert, legenda, vadam absque liberis, permissum fuit, ut puer a Pittheam profugo (Theseus) ab aethra.

Explanation: In legenda, Theseus, considerandum est pater aut filius non est deus Neptunum concrederet Aegeus rex Athenarum. Mater eius erat nixibus Aethra Pitthei filia, regem Troezena petebam concrederet Aegeus, quam seduci.

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3 years ago
''The gentle voice of mother night
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I’m pretty sure it’s a metaphor might be wrong
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Black lives matter because blacks are the same as whites you shouldn't judge someone about the color of their skin racism has to
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BLM we stand together
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2 years ago
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Calculate the probability of flipping a coin 20 times and getting heads 20 times. Round your answer to the nearest millionth.
Usimov [2.4K]

Answer:

1/1048576.

Explanation:

What is the probability of flipping a coin 20 times and getting 20 heads?

I'm assuming that the coin is balanced and has heads on one side and tails on the other. This means that P(head) = 1/2 and P(tail) = 1/2.

 

P(flipping a coin 20 times and getting 20 heads)  

= (P(head))^20 = (1/2^)20  

= 1/1048576  

= 9.5367431640625×10^−7

6 0
2 years ago
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