Directions: Refer the following data to answer the questions given below.

There are 11 players on each side in ODI cricket, and one team bats while the others bowl. Then the teams swap after 50 overs. KraigChapal, the coach of the Indian ODI cricket team is a master strategist when it comes to shuffling the batting order. In a match in which India scored 340 runs, 9 batsmen were out and the last unbeaten pair of batsmen together scored 40 runs before they ran out of overs. In the batting order the 4th and the 5th men each scored exactly a 100 runs, while the first two batsmen scored 50 between themselves.

The ratio of the runs scored by the first three batsman, Ganguly, Sehwag and Pathan (though not necessarily) 1, 2 and 3 in the batting order) was 6 : 4 : 3. Two consecutive batsman scored 0, and the first 9 batsmen in the batting order scored either 0 or scores that were multiples of 5. 

Dhoni was the 8th batsmen in the batting order, and the next person after Dhoni scored a 5. The runs scored by Tendulkar if added to theextras (bonus runs not scored by any batsmen but given by the bowling team to the batting team) equaled Ganguly’s scores. Sehwag scored one-fifth of Yuvaraj and equal to Tendulkar. Srinath scored 5 times what Tendulkar scored. Munaf and Mohanty scored 18 and 22 respectively, while together they scored 25 more than Dhoni and Pathan together. Kumble was India’s most successful bowler of the match, and Harbhajan took 2 wickets less than Kumble.

Directions: Refer the following data to answer the questions given below.

There are 11 players on each side in ODI cricket, and one team bats while the others bowl. Then the teams swap after 50 overs. KraigChapal, the coach of the Indian ODI cricket team is a master strategist when it comes to shuffling the batting order. In a match in which India scored 340 runs, 9 batsmen were out and the last unbeaten pair of batsmen together scored 40 runs before they ran out of overs. In the batting order the 4th and the 5th men each scored exactly a 100 runs, while the first two batsmen scored 50 between themselves.

The ratio of the runs scored by the first three batsman, Ganguly, Sehwag and Pathan (though not necessarily) 1, 2 and 3 in the batting order) was 6 : 4 : 3. Two consecutive batsman scored 0, and the first 9 batsmen in the batting order scored either 0 or scores that were multiples of 5. 

Dhoni was the 8th batsmen in the batting order, and the next person after Dhoni scored a 5. The runs scored by Tendulkar if added to theextras (bonus runs not scored by any batsmen but given by the bowling team to the batting team) equaled Ganguly’s scores. Sehwag scored one-fifth of Yuvaraj and equal to Tendulkar. Srinath scored 5 times what Tendulkar scored. Munaf and Mohanty scored 18 and 22 respectively, while together they scored 25 more than Dhoni and Pathan together. Kumble was India’s most successful bowler of the match, and Harbhajan took 2 wickets less than Kumble.

Directions: Refer the data given below to answer the following questions.

6 students at CAV sat down to discus a MoCAT. They sat in a circle, with a girl between any 2 boys. After some time, a girl – Taby, walked out, and the two girls who remain are Sandhya and Shikha, Amit, a faculty at CAV notices that

• Three of the students wore blue t-shirts and the other 2 wore red t-shirt.
• 3 students wore sandals, while the other 2 wore sneakers.
• Sandhya was in a blue denim trouser (jeans).
• One student who wore sandals wore a Khaki trouser, the others wore blue denim trousers (jeans)
• Aseem either wore a blue t-shirt or wore a Khaki trouser.
• It is known that if Sandhya wears a red t-shirt, then Shikha wears a blue t-shirt.
• The person earing a Khaki trouser wore a red t-shirt
• When Shikha walked out to meet Amit, the number of students wearing blue and red t-shirts was equal. Amit notices that Shikha wore sandals.
• Naveen sat between the two girls, and Aseem sat to the left of Shikha. Sandhya sat to the left of Sharma.
• The two people wearing red t-shird were separated by a boy who wore sneakers.

Directions: Refer to the data below.

A fortune teller has a unique way of predicting his customer’s prognosis. He has three parrots kept in three different cages. Each cage also has three cards with a single digit non zero number inscribed on every card. No two cards have the same number and no cage contains two cards with digits totaling ten. Further, the total of the three cards in the first cage is greater by two than the second cage and by four than the third cage. When a customer asks for a prognosis, the fortune teller lets out the three parrots which randomly pick out one card out of their respective cages. Before the prognosis is made, the fortune teller totals the digits on the three cards picked out and charges the customer the same number of rupees as the total of the cards. One day a customer paid seven rupees for his prognosis.

Directions: Refer the following data to answer the questions given below.

This game is played by two people. Put 18 dots on a black board or on paper. Each player is to erase 1, 2 or 3 dots in his playing turn. Turns alternate between the two players, i.e. player 1 takes turn 1, then player 2 takes turn 2, then player 1 takes turn 3, and so on. You need not chose a number and stay with it. 

For instance, you might erase 1 dot on your firs turn, 2 dots on your second, 1 dot on your third and 3 dots on your fourth turn. The player who erases the last dot loses. You make the first move, and both players play intelligently, and you win.