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뜻은 알겠는데, 한글로 번역이 자연스럽지가 않네요 ㅠ
도와주세요
media math mistakes
In the April 2004 issue of the AARP Bulletin, there was an article about the possible medical and social consequences of snoring.
Doctors now know that snoring can take an extraordinary toll on those who snore - and on those who lie awake listening to them.
A study of a cross-section of Americans ages 30 to 60 found that 45 percent of the men and 25 percent of the women snore.
When the doors are closed, the lights are out and a man and a woman are in bed together, then there is a 70 percent chance someone is snoring.
This last statement was made by a doctor, so we know that he must be really smart, but is the math correct?
We can even change the problem to one that makes it even more obvious that the math was done incorrectly.
Now that we know that the math is wrong, what is the right way to solve the problem?
This is a type of problem where it is much easier to ask what the probabilty is of someone not snoring.
뜻은 알겠는데, 한글로 번역이 자연스럽지가 않네요 ㅠ
도와주세요
media math mistakes
In the April 2004 issue of the AARP Bulletin, there was an article about the possible medical and social consequences of snoring.
Doctors now know that snoring can take an extraordinary toll on those who snore - and on those who lie awake listening to them.
A study of a cross-section of Americans ages 30 to 60 found that 45 percent of the men and 25 percent of the women snore.
When the doors are closed, the lights are out and a man and a woman are in bed together, then there is a 70 percent chance someone is snoring.
This last statement was made by a doctor, so we know that he must be really smart, but is the math correct?
We can even change the problem to one that makes it even more obvious that the math was done incorrectly.
Now that we know that the math is wrong, what is the right way to solve the problem?
This is a type of problem where it is much easier to ask what the probabilty is of someone not snoring.