Gamma distribution with expectation u = 12 years and standard deviation o = 4. What is the probability that P( 4


Gamma distribution with expectation u = 12 years and standard deviation o = 4. What is the probability that P( 4<T<12)?<br>for calculation of P(4<T<12) we will use Gamma-Poisson formula.<br>P(6<T<12)= FT(12)-Fr(4)<br>for Table A3 for Poisson variable X with parameter=<br>(Hint: do not use directly X)<br>Fr(12)=P(T<12)=<br>for Table A3 for Poisson variable X with parameter=<br>(Hint: do not use directly X)<br>Fr(4)=P(T<4)=<br>P(6<T<12)= Fr(12)-FT(4)=<br>

Extracted text: Gamma distribution with expectation u = 12 years and standard deviation o = 4. What is the probability that P( 4<><12)? for="" calculation="" of=""><><12) we="" will="" use="" gamma-poisson="" formula.=""><><12)= ft(12)-fr(4)="" for="" table="" a3="" for="" poisson="" variable="" x="" with="" parameter="(Hint:" do="" not="" use="" directly="" x)="" fr(12)=""><12)= for="" table="" a3="" for="" poisson="" variable="" x="" with="" parameter="(Hint:" do="" not="" use="" directly="" x)="" fr(4)=""><4)=><><12)= fr(12)-ft(4)="">

Jun 07, 2022
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