Three coins are tossed simultaneously. List the sample space for the event.

Three coins are tossed simultaneously. Find the sample space.

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

Three coins are tossed simultaneously. Write the sample space and complete the following table: Number of Heads: " "0" "1" "2" "3 Probability: " "(i)" "(ii)" (iii)" "(iv)

Four coins are tossed simultaneously. Write the sample space and then complete the following table:

Two coins are tossed simultaneously. Write the sample space S and the number of sample points n(S).

Three unbiased coins are tossed simultaneously. State the sample space and mention the events A and B, where A is said to have occurred when an outcome is 2 heads and 1 tail, B is said to have occurred when an outcome is 2 or more heads. Find the probability of AcupB.

Two coins are tossed simultaneously Write the sample space (S) and number of sample points n(S). Also write the following events in the set form and write the following events in the set form and write the number of sample points in each events. (i) Condition for event A , To ge at least one tail . (ii) Condition for event B : To get only one head. (iii) Condition for event C : to get at most one tail . (iv) Condition for event D , to get no head.

Two coins are tossed simultaneoulsy. Write the sample space (S) and number of sample points n(S) . Also write the following events in the set form and write the number of sample points in each event Condition for event A : to get at least one tail.

Two coins are tossed simultaneoulsy. Write the sample space (S) and number of sample points n(S) . Also write the following events in the set form and write the number of sample points in each event Condition for event C : to get at most one tail

Two coins are tossed simultaneoulsy. Write the sample space (S) and number of sample points n(S) . Also write the following events in the set form and write the number of sample points in each event Condition for event B : to get only one head.