The government controls almost every aspect of life.
"You are safe to have sex; you can resume sexual relations when you desire" responses by the nurse is most appropriate.
Option C
<u>Explanation</u>:
A person's sexual intercourse is based on his desire. If the sexual intercourse is absent or limited, it is because he is in depression, the desire for the sexual intercourse has decreases/diminished, and he has fears or anxiety, having an issue with his partner or fatigue. There is no scientific or physiologic basis to refrain the sexual intercourse. If you have problem with "retrograde ejaculation", then it is not because of the myocardial infarction because diabetes can cause the retrograde ejaculation but MI is not reason for it.
The correct answer is A) The man could choose between death and exile if he murdered another man.
Athenians determine if a man should be exiled from Greece as a punishment for a crime in that "The man could choose between death and exile if he murdered another man."
Ancient Athenians were very strict in their punishment when dealing with a homicide. Athenian society supported the exile of the individual or death; the two were the extreme form of punishment to a homicide. These kinds of punishments also had a moral or religious connotation in that with exile or death, Athenian society got rid of this source of evil or sin.
<span>5
You want to meet at least one American and one Canadian. When you meet the 1st person, that person will be either an American, or a Canadian and you've satisfied half of your requirement. Let's assume the person you meet is a Canadian. That leaves you 7 people you haven't met yet, 3 Canadians and 4 Americans. You meet the 2nd person, but were unlucky and it's another Canadian. There's now 6 people left, 2 Canadians, 4 Americans. So you meet a 3rd and were unlucky again. So there's 5 people left. 1 Canadian, 4 Americans. You meet a 4th person and you managed to grab a Canadian again. You now have 4 people yet to meet, and they're all Americans. So you meet the 5th person and since there are only Americans left, you finally manage to meet an American. The exact same logic applies if the 1st person you meet happens to be an American and your next 3 choices are also Americans. In order to be absolutely certain of meeting at least one American and one Canadian is to pick n+1 people where n is the larger number of the two groups. And in this problem. n = max(number of Americans, number of Canadians).</span>
Answer: Both the army and athletics are aggressive. You not only want to succeed, but you're still taught to be the best at both.
