A die is thrown three times,
A:4 appears on the third toss, B: 6 and 5 appear respectiyely on first two tosses Determine P(A|B).

A die is thrown three times, A: 4 appears on the third toss, B: 6 and 5 appear respectively on first two tosses. Determine P(A|B)

A die is thrown three times, find the probability that 4 appears on the third toss if it is given that 6 and 5 appear respectively on first two tosses.

Determine P(E|F) A coin is tossed three times, where (i) E : head on third toss , F : heads on first two tosses (ii) E : at least two heads , F : at most two heads (iii) E : at most two tails F : at least one tail

Determine P(E/F) A coin is tossed three times, where i. E:head on third toss, F: head on first two tosses ii. E: atleast two heads, F: atmost two heads iii. E: atmost two tails, F: atleast one tail

A die is thrown 4 times. Find the probability of getting at most two 6.

A die is thrown three times, if the first throw is a four, find the chance of getting 15 as the sum.

A die is thrown three times and the sum of the 3 numbers shown is 15. The probability that the first throw was a four, is

A die is thrown 31 times. The probability of getting 2,4 or 5 at most 15 times is

A die is thrown three times. The chance that the highest number shown on the die is 4 is p, then the value of [1//p] is where [.] represents greatest integer function is _________.