Three coins are tossed once. Let A denote the event "three heads snow", B denote the event "two heads and one tail show", C denote the event three tails show and D denote the event "a head shows on the first coin". Which events are (i) mutually e

Three coins are tossed once. Describe the following events associated with this random experiment: A= Getting three heads, B= Getting two heads and one tail, C= Getting three tails D= Getting a head on the first coin. i. Which pairs of events are mutually exclusive? ii. Which events are elementary events? iii. Which events are compound events?

Three coins are tossed.Let E_(1) denotes three heads or three tails,E_(2) denotes atleast two heads and E_(3) denotes at most two tails.Which of the following pairs are independent and which are not

Three coins are tossed together. List the sample space for the event. Find the probability of atleast two heads.

Two coins are tossed. Find the probability of the event no head turns up.

A coin and a die are thrown. If A denotes the event: head and an even face, and B denotes the event : tail and a multiple of three, then P(A) and P(B) are respectively

Three coins are tossed simultaneously : (i) P is the event of getting at least two heads. (ii) Q is the event of getting a tail on the second coin.

A coin is tossed thrice. If E be the event of showing at least two heads and F be the event of showing head in the first throw, then find P(E/F) .

A coin is tossed thrice.Let the event E be the first throw results in a head and the event F be the last throw results in a tail.Find whether the events E and F are independent.

A coin is tossed three times. If X denotes the absolute difference between the number of heads and the number of tails, then P(X=1)=

Three coins are tossed simultaneously. Consider the event E three heads or three tails,F at least two heads and G at most two heads.Of the pairs (EE),(E,G) and (F,G), which are independent? Which are dependent?