1-out-of-5000 failure represent what sigma value. For example 2.4 out of million is 6 sigma?
611847
Depends on the sample size and population and things.  Generally, a z-table is good enough.  If the area outside is .0002, then that's around 3.7 sigmas.
1101632
4/52*4/51*4/50 = 482.65 times in one million trys or 0.048% chance.\n\nhope that helps.\n\nm
1167518
E(sigma) means summation.\nIf it is backwards, then it means "there exists"
918247
what it means is this 4 plus negative .01 and with the other it's 5 plus negative .04 its simple. if you know what it means and if you took notes look at them. it may help a little
360679
1, 2, 3, 4 are not greater than 4.  There are 6 numbers on a die.  4/6 or 66.6% chance that the number is not greater than 4.
32878
200\n\n(1,000,000/5,000=200)
1068254
This is Measured in MTBF or Mean Time Before Failiure. Noramlly if you know the manufacturer you can get information on that through thier website.
1050178
There are different aspects and tools used with Six Sigma.  It may be a Lean project of a Design for Six Sigma.  Ceck out the link for some good info.
862207
10.1\n0.569\n1,400,000 or 1.4 million
971238
systematic error: error constantly biased by a fixed amount\n\nexample.  if your scale was improperly calibrated, and was always off by 2 pounds.  so if you're 150 lbs the scale says 152 lbs, if you're 300 lbs, the scale says 302\n\nrandom error: unpredictable chaotic error that appears in repeated measurement and it can not be removed through calibration\n\nexample: your scale is kinda messed up, and you weigh yourself ten times and the reading is different each time
388431
This looks like e^x = Sigma_{n=0}^{infty}x^n/n!, does it not?\n\nNow we want to make the signs alternate, so we try \ne^(-x) = Sigma_{n=0}^{infty}(-x)^n/n! \n\n= Sigma_{n=0}^{infty} (-1)^n*x^n/n!\n\nLastly, we want to get a 5 in the exponent but not in the denominator so we try \n\ne^(-x^5) = Sigma_{n=0}^{infty}(-x^5)^n/n! = \n\nSigma_{n=0}^{infty} (-1)^n*x^(5n)/n!\n\nTherefore the ****ANSWER is e^(-x^5).****  \n\n(NOT to be confused with e^(-5x))
123196
I - 1\nV - 5\nX - 10\nL - 50\nC - 100\nD - 500\nM - 1000\n\nYou can never have 4 of the same one in a row. So "4" is represented by IV. (you take a smaller one, and subtract it from the bigger. Thus, "40" s XL.... I hope this helps. You always denote a number with the biggest on the left, and go in descending order (unless you are specifying a 4, 40, 400, so forth)
1159418
Oh my, that's amazing!\nHearts hearts to math and numbers.\nIsn't that what the sigma notation is all about?
319006
http://www.sigmaaldrich.com/catalog/search/ProductDetail/SIGMA/L1376
257873
If there is a number on top of sigma, it means its a finite series ending at that number. If no number that means the series does not stop.\n\nYo need to continue adding. And if u know some formulas or theorems, you can apply them to find summation value. \nYour posted series does not seem to be correct?\n\nif it was \n20\nE (3 -5i) then value will be calculated as follows\ni = 1\n\n(3-5*1) + (3-5*2) + .. +(3-5*20) = 20*3 -5(20)(20+1)/2 = 60-1050 = -990\n\nlast expression is sum of n continuous numbers.
469401
depends on what type.. Definitely look into the ISO 2000 - 2001 standards for quality and or check into Six Sigma.
955852
(1-A)*lsun/sigma*16*pi*d^2= 1-0.50*3.9*10^26/5.67*10^-8*16...\n= 1.95*10^26/1.507*10^7= 1.293*10^19= 59966.2K you were close it was 59966.3K.      ;-).