Mathematics & Statistics > Statistics - Distributions: Page 3

No. 10068 Uniform distribution density curve No. 10069 Normal density curve No. 10099 Normal distribution curve showing probabilities No. 10100 Distribution curve showing probabilities No. 10110 Sampling distributions of the proportion of heads in a coin toss exp. No. 10112 Density curves of Chi-square family distributions No. 10113 Distribution sample compared to individual distribution observations No. 10114 Central limit theorem of distribution No. 10115 Distribution of a sample becomes more normal as sample size increases No. 28391 Symmetric density curve with its mean and median shown No. 28392 Right-skewed density curve with its mean and median shown No. 28393 Density curve's midpoint balances at this locality No. 28394 Normal curve with its mean and standard deviation shown No. 28395 Normal curve with mean and standard deviation shown No. 28396 Change of curvature points on each side of a normal curve slope No. 28397 68-95-99.7 rule for finding location of data for a normal curve No. 28398 68-95-99.5 rule applied to find the % of data in each height range No. 28399 Cumulative proportion for a value x shown on the normal curve No. 28400 Area to the right of a value equals total area minus area to the left No. 28401 Area between two values shown as difference of two areas to the left No. 28402 Area under standard normal curve to left of point No. 28403 Locating point on a normal curve given the area to right of point No. 28408 Right-skewed density curve with three points marked on it No. 28477 Sampling distribution of a sample proportion with mean & SD shown No. 28478 Normal probability calculation for a population proportion No. 28484 Distribution of sample mean for a single observation No. 28485 Distribution of mean for 2 observations showing central limit theorem No. 28486 Distribution of mean for 10 observations showing central limit theorem No. 28487 Distribution of mean for 25 observations showing central limit theorem No. 28488 Actual distribution and approximation from Central Limit Theorem No. 28489 Sampling distribution of a sample mean No. 28490 Normal probability calculation No. 28491 Weibull distribution model for infant mortality No. 28492 Weibull distribution model for early failure No. 28493 Weibull distribution model for old-age wearout No. 28495 Relation between location ranges of sample mean and population mean No. 28496 Density curve of mean in repeated sampling No. 28498 Confidence interval for a standard normal curve No. 28501 Comparison of sample mean value of 4100 to the hypothesized value of 0 No. 28502 Comparison of sample mean value of 7500 to the hypothesized value of 0 No. 28503 P-value for a standard normal density curve No. 28504 Probability that the mean takes a value as large as the actual value No. 28505 P-value for z-test where actual mean greater than hypothesized value No. 28506 P-value for z-test where actual mean less than hypothesized value No. 28507 P-value for z-test where actual mean not equal to hypothesized value No. 28508 P-value for two-sided test for 'no difference' from hypothesized value No. 28509 P-value for one-sided test of if actual mean higher than hypothesized No. 28510 Values of mean that can/not be rejected based on confidence interval No. 28511 Levels at which the outcome with P-value P is significant No. 28512 Sampling distributions where mean is zero and with power shown
 

Click here to return to the library.


Click here to return to the main page.

© 2007 View International Foundation. All rights reserved.