Shure Beta 57a Dynamic Mic Review Test

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In this video I derive the Mean and Variance of the Beta Distribution. I also provide a shortcut formula to allow for the derivation of the moments of the Beta Distribution in a more timely manner. • The Mean and Variance of the Beta Distribution is easily derived by the realization that we can transform the Integral of the product of x with pdf into some constants multiplied by the integral over the entire support of a new Beta Distribution's pdf. • #Mean • #Variance • #Beta • 0:00 Introduction: PDF and Insights • 2:23 Deriving the Mean • 8:15 Mean of Beta Distribution • 8:30 An equation for the Moments • 10:02 Deriving the second Moment • 12:06 Second Moment's Formula • 12:45 Deriving the Variance • 14:50 Variance of Beta Distribution

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