Ques 1: Adhara, Bithi, Chhaya, Dhanavi, Esther, and Fathima are the interviewers in a process that awards funding for new initiatives. Every interviewer individually interviews each of the candidates individually and awards a token only if she recommends funding. A token has a face value of 2, 3, 5, 7, 11, or 13. Each interviewer awards tokens of a single face value only. Once all six interviews are over for a candidate, the candidate receives a funding that is Rs.1000 times the product of the face values of all the tokens. For example, if a candidate has tokens with face values 2, 5, and 7, then they get a funding of Rs.1000 X (2 X 5 X 7) = Rs.70,000. Pragnyaa, Qahira, Rasheeda, Smera, and Tantra were five candidates who received funding. The funds they received, in descending order, were Rs.390,000, Rs.210,000, Rs.165,000, Rs.77,000, and Rs.66,000.
The following additional facts are known:
1. Fathima awarded tokens to everyone except Qahira, while Adhara awarded tokens to no one except Pragnyaa.
2. Rashida received the highest number of tokens that anyone received, but she did not receive one from Esther.
3. Bithi awarded a token to Smera but not to Qahira, while Dhanavi awarded a token to Qahira but not to Smera.

1 (A)- many tokens did Qahira receive?

1 (B)- among the following definitely received a token from Bithi but not from Dhanavi?
(a)Qahira
(b)Tantra
(c)Pragnyaa
(d)Rasheeda

1 (C)- many tokens did Chhaya award?

1 (D)- many tokens did Smera receive?

1 (E)- of the following could be the amount of funding that Tantra received?(a)Rs. 66,000 (b)Rs. 165,000
(a)Only (a)
(b)Only (b)
(c)Both (a) and (b)
(d)Neither (a) nor (b)

Ques 2: There are 15 girls and some boys among the graduating students in a class. They are planning a get-together, which can be either a 1-day event, or a 2-day event, or a 3-day event. There are 6 singers in the class, 4 of them are boys. There are 10 dancers in the class, 4 of them are girls. No dancer in the class is a singer. Some students are not interested in attending the get-together. Those students who are interested in attending a 3-day event are also interested in attending a 2-day event; those who are interested in attending a 2-day event are also interested in attending a 1-day event.
The following facts are also known:
1-All the girls and 80% of the boys are interested in attending a 1-day event. 60% of the boys are interested in attending a 2-day event.
2-Some of the girls are interested in attending a 1-day event, but not a 2-day event; some of the other girls are interested in attending both.
3-70% of the boys who are interested in attending a 2-day event are neither singers nor dancers. 60% of the girls who are interested in attending a 2-day event are neither singers nor dancers.
4-No girl is interested in attending a 3-day event. All male singers and 2 of the dancers are interested in attending a 3-day event.
5-The number of singers interested in attending a 2-day event is one more than the number of dancers interested in attending a 2-day event.

2(a)- many boys are there in the class?

2(b)- of the following can be determined from the given information?
I. The number of boys who are interested in attending a 1-day event and are neither dancers nor singers.
II. The number of female dancers who are interested in attending a 1-day event.
(a)Only II
(b)Neither I nor II
(c)Both I and II
(d)Only

2(c)- fraction of the class are interested in attending a 2-day event?
(a)7/10
(b)2/3
(c)9/13
(d)7/13

2(d)- BEST can be concluded about the number of male dancers who are interested in attending a 1-day event?
(a)4 or 6
(b)6
(c)5 or 6
(d)6

2(e)- many female dancers are interested in attending a 2-day event?
(a)1
(b)cannot be defined
(c)2
(c)0

Oues 3: The management of a university hockey team was evaluating performance of four women players - Amla, Bimla, Harita and Sarita for their possible selection in the university team for next year. For this purpose, the management was looking at the number of goals scored by them in the past 8 matches, numbered 1 through 8. The four players together had scored a total of 12 goals in these matches. In the 8 matches, each of them had scored at least one goal. No two players had scored the same total number of goals. The following facts are known about the goals scored by these four players only. All the questions refer only to the goals scored by these four players.
1. Only one goal was scored in every even numbered match.
2. Harita scored more goals than Bimla.
3. The highest goal scorer scored goals in exactly 3 matches including Match 4 and Match 8.
4. Bimla scored a goal in Match 1 and one each in three other consecutive matches.
5. An equal number of goals were scored in Match 3 and Match 7, which was different from the number of goals scored in either Match 1 or Match 5.
6. The match in which the highest number of goals was scored was unique and it was not Match 5.
3(a)- many goals were scored in Match 7?
(a)cannot be determined
(b)1
(c)3
(d))2
3(b)- of the following is the correct sequence of goals scored in matches 1, 3, 5 and 7?
(a)4, 1, 2, 1
(b)5, 1, 0, 1
(c)3, 2, 1, 2
(d)3, 1, 2, 1
3(c)- of the following statement(s) is/are true?
Statement-1: Amla and Sarita never scored goals in the same match.
Statement-2: Harita and Sarita never scored goals in the same match
(a)Both the statements
(b)Statement-1 only
(c)None of the statements
(d)statement 2 only

3(d)-Which of the following statement(s) is/are false?
Statement-1: In every match at least one player scored a goal.
Statement-2: No two players scored goals in the same number of matches.
(a)statement 2 only
(b)statement 1 only
(c)none of the statement
(d)both the statements
3(e)-If Harita scored goals in one more match as compared to Sarita, which of the following statement(s) is/are necessarily true?
Statement-1: Amla scored goals in consecutive matches.
Statement-2: Sarita scored goals in consecutive matches.
(a)none of the statements
(b)Statement-1 only
(c)Statement-2 only
(d)both the statements