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If P(AB) = P(A) Ex) Probability that card drawn in event A is a Jack given event B was the drawing of a red card Pr(AB) = Pr(𝐴∩𝐵) Pr (𝐵) = 2 52 26/52 = 1/13 It was stated that if A and B are mutually exclusive > (A∩B) = 0 then A and B are never independent Various examples were then given to demonstrate independent eventsA b o u t Y o u r B e n e f i t s Y o u p r o b a b l y h a v e i n s u r a n c e f o r y o u r c a r o r h o m e, b u t w h a t a b o u t t h e s o u r c e o f i nAny A 2 P and any B 2 l(P) the intersection A\B is in l(P) So now consider a B 2 l(P), and look at SB The preceding paragraph proves that P ˆ SB On the other hand, by Lemma 3, SB is a {system Therefore, l(P) ˆ SB Which means for any A 2 l(P), the intersection A\ B is in l(P) Thus, l(P) is a ˇ{system QED Putting all of the strands Difference Between Fb And Fc S Siemens Plc Plc One ƒ~ƒfƒBƒAƒ€ ƒp[ƒ} l‹C