Using Bayes’ rule, determine P(B1|G), leaving your answer as a fraction in the simplest form. P(B1 Ո G)=1/2, P(G)=0.6 So
Posted: Mon Sep 06, 2021 7:11 am
Using Bayes’ rule, determine P(B1|G), leaving your answer as a
fraction in the simplest form.
P(B1 Ո G)=1/2, P(G)=0.6
So, I used this fomula, P(B1|G) =
P(B1|G) / P(G )
P(B1|G) = ½ (0.05) / 0.6 =0.08333… =8.3%
but how to convert a fraction in the simplest form
?
fraction in the simplest form.
P(B1 Ո G)=1/2, P(G)=0.6
So, I used this fomula, P(B1|G) =
P(B1|G) / P(G )
P(B1|G) = ½ (0.05) / 0.6 =0.08333… =8.3%
but how to convert a fraction in the simplest form
?