![probability - Moment Generating Functions of Normal/Gaussian Random Variable: 3rd, 4th,..,kth Moment - Mathematics Stack Exchange probability - Moment Generating Functions of Normal/Gaussian Random Variable: 3rd, 4th,..,kth Moment - Mathematics Stack Exchange](https://i.stack.imgur.com/qJ5AH.png)
probability - Moment Generating Functions of Normal/Gaussian Random Variable: 3rd, 4th,..,kth Moment - Mathematics Stack Exchange
The first three moments of a distribution about the value 2 of a variable are 1, 16 and -40. Show that the mean is 3, the variance is 15 and µ3 = -
![Moment errors of a 3D standard normal distribution. (a) Average errors... | Download Scientific Diagram Moment errors of a 3D standard normal distribution. (a) Average errors... | Download Scientific Diagram](https://www.researchgate.net/publication/303922956/figure/fig4/AS:372435158355973@1465806869645/Moment-errors-of-a-3D-standard-normal-distribution-a-Average-errors-4th-moment-b.png)
Moment errors of a 3D standard normal distribution. (a) Average errors... | Download Scientific Diagram
![Moment errors of a 6D standard normal distribution. (a) Average errors... | Download Scientific Diagram Moment errors of a 6D standard normal distribution. (a) Average errors... | Download Scientific Diagram](https://www.researchgate.net/publication/303922956/figure/fig5/AS:372435158355975@1465806869876/Moment-errors-of-a-6D-standard-normal-distribution-a-Average-errors-4th-moment-b.png)