Statement 1: Number of ways in which Indian team (11 players) can bat, if Yuvraj wants to bat before Dhoni and Pathan wants to bat after Dhoni is 11!/3!. Statement 2: Yuvraj, Dhoni, and Pathan can be arranged in batting order in 3! ways.

The number of ways in which a team of 11 players can be selected from 22 players including 2 of them and excluding 4 of them is

Statement 1: the number of ways in which n persons can be seated at a round table,so that all shall not have the same neighbours in any two arrangements is (n-1)!/2. Statement 2: number of ways of arranging n different beads in circles is (n-1)!/2 .

The number of ways in which an examiner can assign 50 marks to 11 questions,giving not less than 3 marks to any question,is

Number of ways in which three numbers in AP can be selected from 1,2,3, . .,n is

The number of ways in which two teams A and B of 11 players each can be made up from 22 players so that two particular players are on the opposite sides is:

Statement 1: Number of ways in which India can win the series of 11 matches is 2^(10) .(if no match is drawn).Statement 2: For each match there are two possibilities,India either wins or loses.

Number of ways in which 2 Indians,3 Americans,3 Italians and 4 Frenchmen can be seated on a circle,if the people of the same nationality sit together,is

Statement 1: Number of ways in which 30 can be partitioned into three unequal parts,each part being a natural number is 61.Statement 2; Number of ways of distributing 30 identical objects in three different boxes is ^(30)C_(2) .