A die is thrown three times :
E : `4` appears on the third toss .
F : `6` and `5` appear repectively on first two torses.
Find `P(E//F)` .

Determine P(E|F) if A die is thrown three times, where : E : 4 appears on the third toss, F : 6 and 5 appears respectively on first two tosses

Determine P(E|F) if A coin is tossed three times, where : E : head on third toss , F : heads on first two tosses

A die is thrown three times. Events A and B are defined as below: A : 4 on the third throw B : 6 on the first and 5 on the second throw Find the probability of A given that B has already occurred.

Determine P(E/F) A coin is tossed three times E: head on third toss F: heads on first two tosses.

A dice is thrown three times and the sum of the thrown numbers in 15. Find the probability for which number 4 appears in first throw.

Determine P(E/F) A coin is tossed three times E: atleast two heads F: atmost two heads.

Determine P(E|F) : if A coin is tossed three times, where : E : at most two tails , F : at least one tail

Two dice are thrown together and the total score is noted. The events E, F and G are respectively, a total of 4, a total of 9 or more, and 'a total divisible by 5' calculate P(E), P(F) and P(G) and decide which pair of events, if any, are indepenent.