Page 385 - Contributed Paper Session (CPS) - Volume 6
P. 385
CPS1992 Epimaco A. Cabanlit, Jr. et al.
c. The rth Moment about the Origin of the Mixture of Two Power
Function Distributions
Theorem 4. If X is a random variable of the mixture of two power function
distributions, with shape parameter and scale parameter > 0 where i = 1,
2, then
4. Discussion and Conclusion
The following are the results obtained in this study:
1. The probability density function of the mixture of two power function
distributions satisfies the property
2. The mean of the mixture of two power function distributions is
3. The variance of the mixture of two power function distributions is
4. The rth moment about the origin of the mixture of two power function
distributions is
The following are recommended for further studies:
1. Study of mixture of more than two power function distributions;
2. Study of other mixtures of distribution
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