what is confidential limit 95% and how to calculate?
91852
Confidence limits are also called confidence intervals.  What do you need to calculate a confidence interval for?  There are different formulae for proportions, means, difference of two means, etc.  Sample size also affects the formulae for confidence levels, we use the t distribution for small samples (<30) and the z for large samples.  To further complicate things confidence intervals can be one or two sided.\nA confidence interval of 95% for a mean means that if we created 100 intervals with different data sets, 95 would contain the true mean.  \n95% is called the confidence level and is used in the formula to find the appropriate z or t value.\nHere is the formula for a two sided 95% confidence interval for a mean with a large sample:\nxbar +or- z(alpha/2)*stdev/sqrt(n)\nwhere xbar is the sample mean, stdev is the standard deviation, and n is the sample size.  You can look up z on a normal distribution table, the z value for a 95% interval is 1.96.  \nThere are many different formulae though, so depending on your problem this may not be the correct one.  \nFor a small sample size the formula is:\nxbar +or- t(alpha/2, n-1)*s/sqrt(n)\nwhere s is your sample standard deviation.  Use a t-table to find the value of t you need for the equation.\nI cannot include all the formulae here due to time and space constraints but perhaps this site will offer some insights:\nhttp://www.itl.nist.gov/div898/handbook/eda/section3/eda352.htm\nhttp://techniques.geog.ox.ac.uk/mod_2/glossary/confint.html#conflim
1076600
IwannaKnow gave you a pretty good answer, but there are also some forms at ING that you might want to check out:\n\nhttp://home.ingdirect.com/privacy/privacy.asp?s=FinancialWorksheets
539958
well u can 172.16.*.*.\n\nas far as 160.95.*.* is concern,it depends on your country laws,i.e. its legal or not.
384722
Submit that authorization to their bankers and check their credits accordingly. You should be under oath for keeping information as confidential. But you should do it through their bankers only.
247429
there has been alot of work on showing that at least a certain percent of zeros must lie on the line. I think we're up to around 90%. It is unclear to me as to whether or not a proof can be found in this way. My guess is no
1180630
It depends on how hard the company wants to hide assets. If the company is publicly traded (stock available) ask a stock broker to get a 10k and 10Q on the company (quarterly and annual report).If its privately held and they are purposely hiding assets you really can't do much as a private citizen. Hire a PI. Even law enforcement has a tough time doing that and they have all the assets. If it's a good company, just ask them.
496959
95%CI = Mean ± (1.96 * (Sample Standard Deviation) / root(Sample Size))\n\n= 12.19 ± 0.11 * 1.96 / 6\n\nSo it ranges from 12.154 to 12.226\n\nThe safest Ha is therefore (D)
894001
Answer - $104.89\n\nReason:\nHere the rate of return is 9 % = .09 and our cash flow is a constant C = 9.44. Plug those into the PRESENT VALUE INTEREST FACTOR FOR ANNUITIES equation, which is:\n\nPV = C * (1-((1/(1+R))^n))/R\n\nHere n = infinity, since the security has no maturity, and will pay out as long as its in business. So\n\nPV = 9.44 * (1-(1/(1.09))^(inf.))/.09\n\nNotice 1/1.09 ~ .9174311, which is less than one. Multiplying a number less than 1 by itself an infinite amount of times will result in an infinately small number, extermely close to zero. So\n\nPV = 9.44 * (1-0)/.09\n\nPV = 9.44/.09\n\nPV = 104.888888 ~ 104.89\n\nNOTE: If you paid more for this security, your implied rate of return would be less than 9 %. Conversely, if you paid less for this security, your implied rate of return would be more than 9 %.\n\nI hope this cleared things up.\n\nRunner
780864
arrange the numbers in ascending sequence then the first 25% make the first quartile and so on\n\nso...\n\n1,1,1,2,2, 3,4,5,9,9, 10,12,12,15,20 21,21,21,23,28\n\nthe first quartile is 1-2,\nsecond 3-9\nthird10-20\nfourth 21-28\n\nIf you want to find the 95th percentile it's 95% of the way up.\nIn the sequence above the 23rd value (21) is 92% and the 24th value (23) is 96%.  So the 95% percentile lies 75% of the way between these values.  (23-21) * 0.75 = 1.5 so the 95th percentile is 22.5\n\nThe median is the 50th percentile (9.5)\n\nIf the median > mean then the distribution is positively skewed\nIf the median < mean then the distribution is negatively skewed\nIf the median = mean then the distribution is normally distributed
54468
Ask them.\n\nThat is private information that is protected through privacy laws.  If a bank or someone gives that out, they would be in TROUBLE!!
877837
178500/122.75%\n=$145,417.52
330616
((10 * 95) / 855) - 9 655 + (5 255 * 99) = 510 591.111\ni guess
1170785
95% confidence interval,\nZalpha/2 = 1.96\nn = 100\nFormula to calculate proportion is:\np+/- Zalpha/2(p(1-p)/n)^-1/2\n.6+/-1.96((.6)*(.4)/100)^-1/2\n.6+/- (1.96)*(.048989)\n.6 +/- .096\nSince we only need upper bound we add.\n.6+.096 = .696.\n\nThe answer is b.
618320
tell me the security quesion
647207
50%.\nSorry, this answer may hurt you, but it is the thruth.
574028
What you're talking about would be a stop-limit order and not a limit order.  \n\nLet me give you an example with just stock - we'll assume the stock is trading at $100.  A limit order says, "Sell my stock at the limit price or better."  So, if you placed a limit order at a price of $95, your stock would be sold immediately because it's currently trading at $100, which is better than 95.\n\nA stop-limit order is a two-part order, consisting of the stop price and the limit price.  It says, "Activate my limit order to sell the stock at a price of $X if the stock hits my indicated stop price of $Y."  For example, if the stop price is $95 and the limit price is $94, when the stock trades at 95 your limit order to sell at 94 would be activated.  \n\nThere are much better ways to manage the risks associated with a covered call.  I'd recommend checking out http://www.chartbender.com.  Also, send them an email (support@chartbender.com) with "Education Discount" in the subject line.  They'll get you a free video on managing covered calls.
587735
100-130 i have a doctor and he told me the limit