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

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 number of sample points in each event Condition for event D : to get no head.

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 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.

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 simultaneously . Write the sample space (S), n(S), the following event A using set notation and n(A), where 'A is the event of getting at least one head .

A box contains cards numbered from 1 to 30. Write the sample space 'S' and number of sample points 'n(S)' and if a card is drawn at random, write 'A' and 'n(A)' if the card drawn is divisible by 5.

For each of the following experiments, write the sample space S and the number of sample points n(S) : (1) One coin and one die are thrown simultaneously. (2) Two-digit numbers are formed using digits 2,3 and 5 without repeating the digits.

For each of the following experiments , write the sample space S and the number of sample points n(s): One coin and one die are thrown simultaneously.

One coin and one die are thrown simultaeneously.Write the sample sapce S and n(S).

Two dice are rolled, write the sample space 'S' and number of sample points n(S). Also write events and number of sample points in the event according to the given condition Sum of the digits on upper face is a prime number