Allies and central powers are so kool and if u dont know then u are so stupid!!!! :) LOSER!!!!
There is a chance for kids to go in So You Think You Can Dance.
yes,i think so yes,i think so
that's the question im asking you guys so answer me
Do you think that was courageous
this is a geographical distribution of gobi desert i think so
No, I do not think so
I think what you mean is Central America. :) So yes, it is a part of Central America.
Because, whatever the underlying distribution, as more and more samples are taken from ANY population, the average of those samples will have a standard normal distribution whose mean will be their average. The normal (or Gaussian) distribution is symmetric and so its mean lies at the centre of the probability distribution.
Yes, and more so for larger samples. (It follows from the Central Limit Theorem.)
I think it will because the central vacuole gets bigger so it will go over the nucleus.
no
It is on at 8/7 Central on Mondays.
The importance is that the sum of a large number of independent random variables is always approximately normally distributed as long as each random variable has the same distribution and that distribution has a finite mean and variance. The point is that it DOES NOT matter what the particular distribution is. So whatever distribution you start with, you always end up with normal.
It is a consequence of the Central Limit Theorem (CLT). Suppose you have a large number of independent random variables. Then, provided some fairly simple conditions are met, the CLT states that their mean has a distribution which approximates the Normal distribution - the bell curve.
Sorry, I don't think so, Wizard 101 Central is a forum, you can make an account but not an email account.
Because of the Central Limit Theorem, the mean value of sets of observations is distributed Normally. Irrespective of the underlying distribution of a variable, the distribution of a sum (or mean) of such variables tends towards the Normal distribution. So, for sufficiently large samples, all distributions can be approximated by thye Normal distribution. One of the consequences is that the distribution has been studied extensively and a lot is known about tests based on it.