Directions: Select the correct alternative from the given choice.
Eight men have their first names, as Ratan, Rama, Ramesh, Ramu, Rakesh, Rajan, Rishabh and Rohit and their surnames are Kulkarni, Arona, Jain, Dutta, Singh, Sharma, Sen and Rao, not necessarily in the same order. These eight persons are sitting around a circular table as per the following instructions.
Names :Ratan, Rama, Ramesh, Ramu, Rakesh, Rajan, Rishabh and Rohit.
Surnames :Kulkarni, Arora, Jain, Dutta, Singh, Sharma, Sen and Rao.
Directions: Select the correct alternative from the given choice.
Four persons – A, B, C and D – are compared to each other in term of richness and age. It is known that no person gets the same rank in the two comparisons and no two persons get the same rank in a single comparison.
Either A or B is the poorest. Unless A is 3rd poorest, D cannot be the youngest, B is the 2nd youngest.
D is the youngest
Directions: Select the correct alternative from the given choice.
In Alps Mountains, to reach one place from another, one-way or two-way tunnels are used. There are eight tunnels interconnecting places A, B, C, D and E. The one-way tunnels are A to B, C to E, A to E, D to B, A to D, A to C. Two-way tunnels are between B and C, D and E.
Answer: 7
Directions: Select the correct alternative from the given choice.
Shonika and Smaraki are playing a game where they pick up coins alternately from the coins kept on a table. The rules of the game say that
The person who picks up the last coin from the table is the loser and the other person is the winner.
The number of coins on the table is 16. To assured of the win Shonika should ensure that she picks up the 7k + 2 coins, which in this case is the 16th coin. Hence, Shonika should pick up just 1 coin.
Directions: Select the correct alternative from the given choice.
Shonika and Smaraki are playing a game where they pick up coins alternately from the coins kept on a table. The rules of the game say that
The person who picks up the last coin from the table is the loser and the other person is the winner.
Number of coins = 28
Winning strategy = Pick the 7k + 2 coin.
The 7k + 2 coin in this case is the 23rd coin.
To win Smaraki should pick 6 coins (i.e., 28th, 27th , ……23rd coin). Hence the strategy adopted in this case is wrong.
Answer: No