Ajay, Anil, Amar and Alok appear for a race which has three rounds. No two persons got the same position in any round. In 1st, 2nd and 3rd rounds Anil, Amar and Ajay got the first position respectively. Each of Amar’s and Alok’s positions did not change in the first and the third rounds. Alok is placed two positions higher in the second round compared to the first round and he is always one position behind Amar. Which of the following statements gives the positions of all the found people in three rounds?
A.
Ajay got the 3rd position in the second round.
B.
Anil got the 2nd position in the 3rd round.
C.
Alok got the 2nd position in the second round.
D.
None of the above
2.
Directions for question2 to 5: These questions are based on the information given below:
Two siblings – Bunty and Babli – divide 10 fruits equally between them. The fruits are divided such that, each of them has at least one banana and at least one apple. Also, the number of appeals and the number of bananas with Bunty is different from the number of appeals and the number of bananas with Babli. When asked about the details of the fruits with each of them, they came up with the following replies.
Bunty:I have more than two bananas. Babli has less than two appeals
Babli:Bunty has more than two apples. I have less than two bananas.
It is known that, of the statements made by each of them, exactly one is true and the other is false, in any order.
If the number of apples with Babli is less than the number of apples with Bunty, then how many bananas are there with both of them together?
A.
4
B.
5
C.
6
D.
Cannot be determined
3.
Directions for question2 to 5: These questions are based on the information given below:
Two siblings – Bunty and Babli – divide 10 fruits equally between them. The fruits are divided such that, each of them has at least one banana and at least one apple. Also, the number of appeals and the number of bananas with Bunty is different from the number of appeals and the number of bananas with Babli. When asked about the details of the fruits with each of them, they came up with the following replies.
Bunty:I have more than two bananas. Babli has less than two appeals
Babli:Bunty has more than two apples. I have less than two bananas.
It is known that, of the statements made by each of them, exactly one is true and the other is false, in any order.
If the number of bananas with Bunty is less than the number of apples with Babli, then how many apples are there with both of them together?
A.
4
B.
5
C.
6
D.
Cannot be determined
4.
Directions for question2 to 5: These questions are based on the information given below:
Two siblings – Bunty and Babli – divide 10 fruits equally between them. The fruits are divided such that, each of them has at least one banana and at least one apple. Also, the number of appeals and the number of bananas with Bunty is different from the number of appeals and the number of bananas with Babli. When asked about the details of the fruits with each of them, they came up with the following replies.
Bunty:I have more than two bananas. Babli has less than two appeals
Babli:Bunty has more than two apples. I have less than two bananas.
It is known that, of the statements made by each of them, exactly one is true and the other is false, in any order.
If the number of apples with Babli is more than the number of bananas with Bunty, then what is the sum of the number of bananas with Babli and the number of apples with Bunty?
A.
2
B.
3
C.
5
D.
7
5.
Directions for question2 to 5: These questions are based on the information given below:
Two siblings – Bunty and Babli – divide 10 fruits equally between them. The fruits are divided such that, each of them has at least one banana and at least one apple. Also, the number of appeals and the number of bananas with Bunty is different from the number of appeals and the number of bananas with Babli. When asked about the details of the fruits with each of them, they came up with the following replies.
Bunty:I have more than two bananas. Babli has less than two appeals
Babli:Bunty has more than two apples. I have less than two bananas.
It is known that, of the statements made by each of them, exactly one is true and the other is false, in any order.
If out of the ten fruits, the number of appeals is less than the number of bananas, then which of the following gives the correct combination of the number of bananas and apples, respectively, with Babli?
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