Infosys Puzzles And Questions of the year 2000-2004
Anna University Campus Recruitment
1.A man is visited by his 7 friends in the following pattern.The first friend visited
every day.The second visited every second day.The third visited every third day and so on
upto 7th friend on every 7th day.When will they all meet together.
Ans:420
2.Every man dances with 3 women and every woman dances with 3 men.And also 2 men have 2
women in common in the party. How many people attended the party?
Ans: 8
3.Two girls go to a shopping. In the first shop they spend half of what they had in their
purse + 2 rupees. Next half of remaining + 5 rs.Next half Of whatremained.The remaining
5 rs spent on coffee.How much did they start with?
Ans: 64.
4. A man spent 1/5 of his life as young boy...,1/7,1/12, and then 5 years upto his sons
birth his son was chosen alderman 4 years ago when he was half the age of the man now.
Find the mans age. ( refer shakuntala devi - puzzles to puzzle u- problem from that -
we dont remember exact figures )
Ans : 84yrs
5. I have 3 rs. and the types of stamps are 2,7,10,15,20 parse. I should buy 6 each
of 2 types
and 5 each of remaining 3 types exactly.What should be the types of stamps in the 5
each lot and 6 each lot?
Ans : 5 each lot: 2,7,15
6 each lot : 10,20
6.A,B,C,D,E denote diff digits.* means multiply. AB * CD = EEE (CD * E)-AB = CC
Then find the digits.
Ans: A,B,C,D,E = 3,7,1,2,4
7.There r some chickens and some chicken field. If we sell 75 chickens Then the
feed will last 20 days longer.If we buy 100 chickens more, then the feed will get
over before 15 days.What is the present number of chickens?
Ans: 300
8.What is the next number in the series:
A : 3,6,13,26,33,66,__
B : 364,361,19,16,4,1,__
Ans: A : 73
B : 1Then we had 2 puzzles of george summers ( or similar) type of 8 marks each.
9.Apples cherries bananas,grapes. 4 girls-robin,mandy,stacy,erica . 4 families
miller,jacob,flure,clark.Each girls uses 3 fruits in her salad.No body have same combination.
1.robin not a miller girl uses apples.
2.miller and mandy uses apples and cherries.
3.clark uses cherries and grapes but flure uses only
one of them.
4. erica is not clark or flure.Then 4 questions asked.
a. Guess robins family:
b. Which fruit not used by mandy?
c. Which combination by erica?
d. Which is robin fruit combination?
10. jane , martha - women Occupations -doctor,lawyer,magistrate,private
detective james,william -me They r sitting around a square table .
bsp; 1.James sat across the magistrate
2.marth sat left to the doctor.
3.a lady was sitting left to the lawyer.
4.jane and william sat together.
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1. my sons age in weeks is same as that of my grandson's age in days. my
age in year is same as that of my grandson's age in months. sum of our
ages is 120.
what is my age ?
ans: 72years. please check the values ans is ok.
2. i have five letters and five envelopes with adresses on them. what is
the probabilty that my 4 letters are in right envelops.
ans: 0.
3. what is the time after midnight is nine times the time before midnoon
in minutes.
ans: 10:48 am.
4. a painter paints the floor of dimension 12ft*10ft in one hour. what
time it will take if the dimensions r doubled.
ans: 4hrs.
5.one question on tea, coffee and cola.............
ans: half. and twice.
6. Sally and Sue have a strong desire to date Sam. They all ion
truthfully. If I tell you that Sam's number is less than Sue's or
Sally's,
a decides to visit. When she gets there, she finds out she is wrong. This
is not surprising, considering Sam answered only the second question
truthfully. Sue, unaware of Sally's conversation, asks Sam two questions.
Sue asks "Is your house number a perfect cube?". He answers. She then
asks
"Is it greater than 25?". He answers again. Sue thinks she knows where
Sam
lives and decides to pay him a visit. She too is mistaken as Sam once
again answered only the second question truthfully. If I tell you that
Sam's number is less than Sue's or Sally's, and that the sum of their
numbers is a perfect square multiplied by two, you should be able to
figure out where all three of them live
ans:55, 64, 81.
7. an artist has seven paintings T,U,V,X,W,Y,Z. he has to put 5 paintings
in the exhibition:
- when T is choosen X is not choosen.
- when V is choosen X must be choosen.
- when U is choosen Y must be choosen.
a, which of the following is fisible combination.
ans: UVXYZ.
b, if Z is not included then which should not be selected.
ans: T.
c, if X is choosen then which should not be selected?
ans: T.
d, don't remember.........
ans: T.
8. one question on game was given. three teams A,B,C were there. each got
two points on a win and one point on a draw. some combination was given
and we were to find the final score and goal made by each.....
later, it was asked who played and won: also goal made by each team was
asked........table was also given.
9. one question on quite tough but answer is:
ans: B, D.
10. very long question and quite tough to remember
a, compass was there in outhouse at 1pm and much more....
2001: RECtrichy
**********************
1. A girl has a few eggs. When asked about the number
of eggs, she
says that
if you divide it by 2, then the remainder is 1. If it
is divided
by 3,
then the remainder is 2. If it is divided by 4, then
the remainder
is 3. If
it is divided by 5, then the remainder is 4. What is
the number of
eggs ?
ans : 59 or 119(take HCF and subtract 1) (3 marks)
2. A painter paints the door numbers from 400,
401...499. How many
times he
has to paint 4 ?
ans : 120 (3 marks)
3. Similar to q number 38 of puzzle to puzzle you by
shakuntala devi.
4. Three thieves, Tommy, Bobby & Rocky were caught by
the police.
They say :
"I didn't steal, the other two stole". People later
found that
Tommy was
lying. Who was the thief ?
ans : Tommy (3marks)
5. In a theatre 11 persons go to sit on chairs which
are numbered
consecuti
vely from 1 to 11. People are ! A,B,C...K. Condition
is that first A
can sit
anywhere and then B sits adjacent to A. Then C can sit
adjacent to
A or B.
In this way, 11 persons have to sit. In how many ways
can they sit
?
ans : 2 to the power 10. (5 marks)
6. There are 3 persons. A speaks truth only. B speaks
lies only. C
speaks
truth or lies alternately, not necessarily in that
order. They
make the
following 3 statements :
i) it has three statements. (don't remember)
ii) it has 2 statements.
iii) it has 2 statements.
Who has said which statement, respectively ?
(5 marks)
7. Three persons, A,B & C are there. One is clerk,
other cashier and
the last
is an accountant. Following conclusions are drawn :
1) If C is cashier, then B is clerk.
2) If C is clerk, then B is accountant.
3) If B is not a cashier, then A is accountant.
4) If ..... is ....., then ..... is ..... (don't
remember)
What are A, B and C ?
((6 marks)
! 8. One clock is back by 1 hour. A talks with B.
B says : We meet 11 hours after the clock strikes for
10 seconds
duration.
A asks : I hope the duration for each gap is 1 second.
B says : Yes, that's true.
When do they actually meet, if it is 10 O' clock now ?
(6 marks)
9. B & C speak English.
B, C, D speak Spanish.
A, B, E speak French.
C,E speak Italian.
Three people speak Portuguese. Most common language is
spanish.
One person
knows all 5 languages. One person knows 4. One person
knows 3. One
person 2.
One person 1.
Who speaks what ?
(8 marks) ans:
A :omly 3
B: all 5
c: only 4
d: one only i.e. spanish
e: only two
(a,b,c speak portuguese)
find out the rest for ur self
10.The names of the inhabitants of Walkie Talkie Land
sound strange
to the visitors, and they find it difficult to
pronounce them, due to
their length and a few vowel sounds they contain.The
Walkie Talkie
guide is dis! cussing the names of four inhabitants
**********************
1. A girl has a few eggs. When asked about the number
of eggs, she
says that
if you divide it by 2, then the remainder is 1. If it
is divided
by 3,
then the remainder is 2. If it is divided by 4, then
the remainder
is 3. If
it is divided by 5, then the remainder is 4. What is
the number of
eggs ?
ans : 59 or 119(take HCF and subtract 1) (3 marks)
2. A painter paints the door numbers from 400,
401...499. How many
times he
has to paint 4 ?
ans : 120 (3 marks)
3. Similar to q number 38 of puzzle to puzzle you by
shakuntala devi.
4. Three thieves, Tommy, Bobby & Rocky were caught by
the police.
They say :
"I didn't steal, the other two stole". People later
found that
Tommy was
lying. Who was the thief ?
ans : Tommy (3marks)
5. In a theatre 11 persons go to sit on chairs which
are numbered
consecuti
vely from 1 to 11. People are ! A,B,C...K. Condition
is that first A
can sit
anywhere and then B sits adjacent to A. Then C can sit
adjacent to
A or B.
In this way, 11 persons have to sit. In how many ways
can they sit
?
ans : 2 to the power 10. (5 marks)
6. There are 3 persons. A speaks truth only. B speaks
lies only. C
speaks
truth or lies alternately, not necessarily in that
order. They
make the
following 3 statements :
i) it has three statements. (don't remember)
ii) it has 2 statements.
iii) it has 2 statements.
Who has said which statement, respectively ?
(5 marks)
7. Three persons, A,B & C are there. One is clerk,
other cashier and
the last
is an accountant. Following conclusions are drawn :
1) If C is cashier, then B is clerk.
2) If C is clerk, then B is accountant.
3) If B is not a cashier, then A is accountant.
4) If ..... is ....., then ..... is ..... (don't
remember)
What are A, B and C ?
((6 marks)
! 8. One clock is back by 1 hour. A talks with B.
B says : We meet 11 hours after the clock strikes for
10 seconds
duration.
A asks : I hope the duration for each gap is 1 second.
B says : Yes, that's true.
When do they actually meet, if it is 10 O' clock now ?
(6 marks)
9. B & C speak English.
B, C, D speak Spanish.
A, B, E speak French.
C,E speak Italian.
Three people speak Portuguese. Most common language is
spanish.
One person
knows all 5 languages. One person knows 4. One person
knows 3. One
person 2.
One person 1.
Who speaks what ?
(8 marks) ans:
A :omly 3
B: all 5
c: only 4
d: one only i.e. spanish
e: only two
(a,b,c speak portuguese)
find out the rest for ur self
10.The names of the inhabitants of Walkie Talkie Land
sound strange
to the visitors, and they find it difficult to
pronounce them, due to
their length and a few vowel sounds they contain.The
Walkie Talkie
guide is dis! cussing the names of four inhabitants
-A,B,C and D. Their
names each contain upto eight syllables, although none
of the four
names contain the same number. Two of the names
contain novowel
sounds; one contains one vowel sound; and one contains
two
vowel sounds.From the Guide's statements below,
determine the number
of syllables and vowel sounds in each of the four
Walkie Talkie names
i) The one whose name contains two vowel
sounds is not A.
ii) C's name does not contain more than one vowel
sound or
fewer than seven syllables.
iii)The name with seven syllables does not contain
exactly one
vowel sound.
iv) B and C do not have names with the same number of
vowel
sounds.
v) Neither the name with five syllables nor the name
with
seven syllables contains more than one vowel sound.
vi)Neither the name with six syllables, nor the B's
name,
contains two vowel sounds.
( 8 Marks)
ans: names syll vowels
&nbs! p; a 6 0
b 5 1
c 7 0
d 8 2
(check out the answer)
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Infosys - Ree
1) if one special ice-cream contains 99% fate free. Then how much ice-cream cup should I eat to get the fate of the same amout as normal icecream.
ans: 100
2) train and cyclist problem of Shakuntala Devi. (slight change in data from Shakuntla so answer is 60 instead of 72)
ans: 60
3) Dale, Lee and Terry problem of George summer.
ans: Dale is Merried Man
4) Mr. Carpenter, Mr. Meson and Mr. Painter are three friends, and There occupation is the same as that of their name but need not in the same order. Following conditions are given.
a. Carpenter is not painter
b. Carpenter is Carpenter
c. Meson is not painter
d. Meson is not Carpenter.
ans: Mr. C-C, Mr. M-M, Mr.P-P.
5) There are six cups placed on a table in straight line. They all are inverted and contain balls of different color inside it. The color of balls are m, r, y, g, o, p
The all cups are numbered from 1 to 6 successively.
There are two conditions given for the sequence of the balls only for three balls. And all 5 options given are to be analysed for the conditions. Three options get deducted by one condition and out of 2 remaining 1 option get deducted by another condition. Very Easy
Ans: Option C
6) In one gym there are 2 kg and 5 kg weights there are total 14 plates. Weight of 2 kg plates and 5 kg plates are same . Tell me the total wt.
ans: 40
7) A farmer grows some vegetables in his farm, Following two condition
1. If he takes the crop of Beans then he also Corn.
2. He takes crop of Kale alternative years.
3. In two years of crops he only takes one crop of Vegetable. Find which of the following is the correct sequence for the successive two years.
there were three options. Sequence I exactly don't remember but it was very simple. Just considering the first two conditions we can cross out the odd options.
Ans : B
8) There are four persons each playing a card game. During this game they have taken the first name as J, M, T, S. and last name as A, B, C, D. During this play first winner takes ten rupees from each. Second one 20 and 3 winner 30 and 4th winner 40. They played only 4 games and exactly each wins once. The sequence was as follow
1) M - is second. 2) S - is 4th 3) A - 1st and 4) c - 3.
now when the game started B was having more money and at the end T was having the more money. Find the full names.
(this sequence is just given for representing the puzzle but the actual puzzle may contain some different name.)
9) PACIFIC + PACIFIC + PACIFIC = ATLANTIC. Each alphabet contains an integer. Find value of P, A, I, C.
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1) A man collects cigarette stubs and makes one full cigarette with every 8 stubs. If he gets 64 stubs how many full cigarettes can he smoke. Ans: 8+1=92) A soldier looses his way in a thick jungle. At random he walks from his camp but mathematically in an interesting fashion. First he walks one mile East then half mile to North. Then 1/4 mile to West, then 1/8 mile to South and so on making a loop. Finally how far he is from his camp and in which direction. Ans: Distance travelled in north and south directions 1/2 - 1/8 + 1/32 - 1/128 + 1/512 - and so on = 1/2/((1-(-1/4)) Similarly in east and west directions 1- 1/4 + 1/16 - 1/64 + 1/256 - and so on = 1/(( 1- ( - 1/4)) Add both the answers
3) How can 1000000000 be written as a product of two factors neither of them containing zeros Ans: 2 power 9 x 5 power 9
4) Conversation between two mathematcians: First : I have three childern. The product of their ages is 36. If you sum their ages, it is exactly same as my neighbour's door number on my left. The second mathematician verfies the door number and says that it is not sufficient. Then the first says " Ok one more clue is that my youngest is really the youngest". Immmediately the second mathematician answers . Can you answer the question asked by the first mathematician? What are the childeren ages? Ans 1,6 and 6
5) Light glows for every 13 seconds . How many times did it glow between 1:57:58 and 3:20:47 am.Ans : 383 + 1 = 384 6) 500 men are arranged in an array of 10 rows and 50 columns according to their heights. Tallest among each row of all are asked to fall out. And the shortest among them is A. Similarly after resuming that to their original podsitions that the shortest among each column are asked to fall out. And the tallest among them is B . Now who is taller among A and B ? Ans A 7) A person with some money spends1/3 for cloths, 1/5 of the remaining for food and 1/4 of the remaining for travel.
names each contain upto eight syllables, although none
of the four
names contain the same number. Two of the names
contain novowel
sounds; one contains one vowel sound; and one contains
two
vowel sounds.From the Guide's statements below,
determine the number
of syllables and vowel sounds in each of the four
Walkie Talkie names
i) The one whose name contains two vowel
sounds is not A.
ii) C's name does not contain more than one vowel
sound or
fewer than seven syllables.
iii)The name with seven syllables does not contain
exactly one
vowel sound.
iv) B and C do not have names with the same number of
vowel
sounds.
v) Neither the name with five syllables nor the name
with
seven syllables contains more than one vowel sound.
vi)Neither the name with six syllables, nor the B's
name,
contains two vowel sounds.
( 8 Marks)
ans: names syll vowels
&nbs! p; a 6 0
b 5 1
c 7 0
d 8 2
(check out the answer)
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Infosys - Ree
1) if one special ice-cream contains 99% fate free. Then how much ice-cream cup should I eat to get the fate of the same amout as normal icecream.
ans: 100
2) train and cyclist problem of Shakuntala Devi. (slight change in data from Shakuntla so answer is 60 instead of 72)
ans: 60
3) Dale, Lee and Terry problem of George summer.
ans: Dale is Merried Man
4) Mr. Carpenter, Mr. Meson and Mr. Painter are three friends, and There occupation is the same as that of their name but need not in the same order. Following conditions are given.
a. Carpenter is not painter
b. Carpenter is Carpenter
c. Meson is not painter
d. Meson is not Carpenter.
ans: Mr. C-C, Mr. M-M, Mr.P-P.
5) There are six cups placed on a table in straight line. They all are inverted and contain balls of different color inside it. The color of balls are m, r, y, g, o, p
The all cups are numbered from 1 to 6 successively.
There are two conditions given for the sequence of the balls only for three balls. And all 5 options given are to be analysed for the conditions. Three options get deducted by one condition and out of 2 remaining 1 option get deducted by another condition. Very Easy
Ans: Option C
6) In one gym there are 2 kg and 5 kg weights there are total 14 plates. Weight of 2 kg plates and 5 kg plates are same . Tell me the total wt.
ans: 40
7) A farmer grows some vegetables in his farm, Following two condition
1. If he takes the crop of Beans then he also Corn.
2. He takes crop of Kale alternative years.
3. In two years of crops he only takes one crop of Vegetable. Find which of the following is the correct sequence for the successive two years.
there were three options. Sequence I exactly don't remember but it was very simple. Just considering the first two conditions we can cross out the odd options.
Ans : B
8) There are four persons each playing a card game. During this game they have taken the first name as J, M, T, S. and last name as A, B, C, D. During this play first winner takes ten rupees from each. Second one 20 and 3 winner 30 and 4th winner 40. They played only 4 games and exactly each wins once. The sequence was as follow
1) M - is second. 2) S - is 4th 3) A - 1st and 4) c - 3.
now when the game started B was having more money and at the end T was having the more money. Find the full names.
(this sequence is just given for representing the puzzle but the actual puzzle may contain some different name.)
9) PACIFIC + PACIFIC + PACIFIC = ATLANTIC. Each alphabet contains an integer. Find value of P, A, I, C.
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1) A man collects cigarette stubs and makes one full cigarette with every 8 stubs. If he gets 64 stubs how many full cigarettes can he smoke. Ans: 8+1=92) A soldier looses his way in a thick jungle. At random he walks from his camp but mathematically in an interesting fashion. First he walks one mile East then half mile to North. Then 1/4 mile to West, then 1/8 mile to South and so on making a loop. Finally how far he is from his camp and in which direction. Ans: Distance travelled in north and south directions 1/2 - 1/8 + 1/32 - 1/128 + 1/512 - and so on = 1/2/((1-(-1/4)) Similarly in east and west directions 1- 1/4 + 1/16 - 1/64 + 1/256 - and so on = 1/(( 1- ( - 1/4)) Add both the answers
3) How can 1000000000 be written as a product of two factors neither of them containing zeros Ans: 2 power 9 x 5 power 9
4) Conversation between two mathematcians: First : I have three childern. The product of their ages is 36. If you sum their ages, it is exactly same as my neighbour's door number on my left. The second mathematician verfies the door number and says that it is not sufficient. Then the first says " Ok one more clue is that my youngest is really the youngest". Immmediately the second mathematician answers . Can you answer the question asked by the first mathematician? What are the childeren ages? Ans 1,6 and 6
5) Light glows for every 13 seconds . How many times did it glow between 1:57:58 and 3:20:47 am.Ans : 383 + 1 = 384 6) 500 men are arranged in an array of 10 rows and 50 columns according to their heights. Tallest among each row of all are asked to fall out. And the shortest among them is A. Similarly after resuming that to their original podsitions that the shortest among each column are asked to fall out. And the tallest among them is B . Now who is taller among A and B ? Ans A 7) A person with some money spends1/3 for cloths, 1/5 of the remaining for food and 1/4 of the remaining for travel.
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