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| Question |
1,4,13,31,112,? |
Rank |
Answer Posted By |
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Question Submitted By :: Kk |
| This Interview Question Asked @ Cambridge , Subex, Subex |
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I also faced this Question!! |
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| Answer | 274  |
| Vengamanaidu.t |
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| Answer | 211  |
| Sonia |
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| Answer | 1111  |
| Raja |
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| Answer | 121  |
| Rose |
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| Answer | 224  |
| Mkv |
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| Answer | 1008  |
| Vinoth |
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| Answer | 238  |
| Vk Lawr |
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| Question |
how to use chatting and sending mail from yahoo massenger
& gmail ? 2.if u have any more this type of site plz tell
me? |
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Answer Posted By |
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Question Submitted By :: Daya |
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I also faced this Question!! |
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| Answer | rediffmail.com  |
| Parameswaran |
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| Question |
Implement a multiple-reader-single-writer lock given a
compare-and-swap instruction. Readers cannot overtake
waiting writers. |
Rank |
Answer Posted By |
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Question Submitted By :: Raj |
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I also faced this Question!! |
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| Answer | Semaphores  |
| Raj |
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| Question |
i want perot system question |
Rank |
Answer Posted By |
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Question Submitted By :: Guest |
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I also faced this Question!! |
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| Answer | no  |
| Guest |
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| Question |
A 10 digit number
N has none of its
digits reapeating.
The first two digits
me N are divisible
by two, the first 3
digits are divisible
by 3, and the first
4 digits are
divisible by 4 and
so on such that
the entire number
is divisible by 10.
find N. |
Rank |
Answer Posted By |
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Question Submitted By :: Imthiyazs |
| This Interview Question Asked @ TCS , Tcs |
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I also faced this Question!! |
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| Answer | 1236547890  |
| Bharani |
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| Answer | 1234567890  |
| Jagdip More |
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| Answer | 1356792480  |
| Khaja Nijam |
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| Answer | 1234567890  |
| Kapil |
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| Answer | Unless Ive read the question wrong, none of these answers
are correct. Ans 1 & 2 dont divide with 7 digits. Ans 3
doesnt divide with 2 digits.
So far the only thing we can deduce is that the 5th digit
must be 5 so that the number is divisible by 5 and the 10th
digit must be 0 so that it is divisible by 10.  |
| Muizsyed |
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| Answer | 123654...0  |
| Rajavel |
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| Answer | 3816547290  |
| Arulkumar |
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| Question |
You are driving along in your car on a wild, stormy night,
it's raining heavily, when suddenly you pass by a bus stop,
and you see three people waiting for a bus:
An old lady who looks as if she is about to die.
An old friend who once saved your life.
The perfect partner you have been dreaming about.
Which one would you choose to offer a ride to,
knowing very well that there could only be one passenger in
your car?
This is a moral/ethical dilemma that was once actually used
as part of a job application.
* You could pick up the old lady, because she is going to
die, and thus you should save her first;
* or you could take the old friend because he once saved
your life, and this would be the perfect chance to ! pay
him back.
* However, you may never be able to find your perfect mate
again.
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Rank |
Answer Posted By |
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Question Submitted By :: Madhu Gupta |
| This Interview Question Asked @ TCS |
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I also faced this Question!! |
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| Answer | i wii help for the old lady because i may have another
chance to pay back my friend  |
| Mohan Raj |
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| Answer | hi mohan it is not a Emotional question it’s was asked in
interview time for checked the presence of mind of the
candidate “The ans is “”The candidate who was hired (out of
200 applicants) had no trouble coming up with his answer.
Guess what was his answer?
He simply answered:
"I would give the car keys to my Old friend and let him
take the lady to the hospital.
I would stay behind and wait for the bus with the partner
of my dreams."  |
| Madhu |
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| Answer | i would like 2 help the old lady exactly.bcoz she s about to
die n infront of her nothing is more for me.  |
| Honey Madhu |
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| Answer | THE ANS.. GIVEN BY MADHU IS CORRECT ....  |
| Satheesh Jose |
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| Question |
a certain no of bullets were shared by 3 ppl equally.each of
them fired 4 of the bullets and the sum of the remaining
bullets are equal to the initial share each had got.what was
the initial number of bullets? |
Rank |
Answer Posted By |
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Question Submitted By :: Satya.tivari |
| This Interview Question Asked @ Assurgent , Assurgent Technologies |
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I also faced this Question!! |
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| Answer | 6.
each of them shared 4 bullets and the remaining bullets are
2 of each which is equal to initial count.  |
| Satya.tivari |
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| Answer | initially there were 18 bullets.
each person had 6 bullets.
after firing 4 bullets remaining were 2 each and the sum is
6,which was initially each one's share  |
| Alok Kumar |
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| Answer | initially they had 18 bullets which was equally partitioned
among 3 of them the share was given to each of the three
and each of thenm used 4 bullets from their share so the
remainin is 2 in each share and the sum wud bring 6(2+2+2)
and this was the individual share given to each so again
the sum brings 18(6+6+6).so 18 is the answer  |
| Beatrice |
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| Answer | let the no of bullets each hav be x
then after firing 4 bullets
each hav x-4 bullets
so,x-4+x-4+x-4=x
3x-12=x;
x=6
so the number of bullets each hav is 6.
3 persons mens 3*6=18
the total number of bullets is 18(ans)  |
| Soumyajeet Sarangi |
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| Question |
In a Cricket Match Two Batsmen are on 94 . 7 more runs to
win from 3 ball remains. Both of them got unbeaten 100. How
it is possible |
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Answer Posted By |
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Question Submitted By :: Midhunsivaganga |
| This Interview Question Asked @ Infosys |
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I also faced this Question!! |
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| Answer | first batsman takes a single,while attempting to take the
second run the fielder throws the ball to avoid the second
run but the ball goes and hits the helmet which is at the
keeper place,so 1+(5 runs for the helmet)=94+1+5=60 and the
other batsman hits a 6 of the second ball.  |
| Vijay Anand |
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| Answer | first batsman hit a 6 for fourth ball afterthis he will run
for one run but he is run out thats why another batsman go
on strike and hit a 6 thats it  |
| Ravi Akluj [Nokia Siemens Networks Pvt.Ltd] |
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| Answer | the man in the crease hits a six for first ball n completes
his centuary.when he s about to have a single for next ball
he will be run out.here matcross will be done so that other
bats man will be in the crease. and for the last ball he
will hit a six and completes his centuary.thats it
..........so simple na.....  |
| Honey Madhu [Nokia Siemens Networks Pvt.Ltd] |
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| Answer | Nadeem Shaikh : All the above answer are wrong
because when the ball hots the helmet the runs
are given to the team not to batsman.
and other says for runout but the question
is both batsmen should be notut.
Correct answer is that a batman hit a
boundary and then runs three for the next ball
and runs one run short and then next batsman
hits a six on the last ball.  |
| Nadeem21 [Nokia Siemens Networks Pvt.Ltd] |
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| Answer | Dear Nadeem,
If the first batsman hit boundary and take
three run the team wins...No chance for other to face a
ball. Are you sure runs from helemet goes to team only!If
so we have to wait for new answer!!!!!!!!  |
| Midhun [Nokia Siemens Networks Pvt.Ltd] |
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| Answer | Yes its possible in any of the combination [ 6 + 0 + 1 / 3
+ 2 + 2 ....etc ]
Reason : Since it hasn't mentioned that each batsman is on
94 runs - I take it has its aggregate score of two batsman.
So both batsman together could have got unbeaten 100.  |
| Venkatesapalani .v.t. [Nokia Siemens Networks Pvt.Ltd] |
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| Answer | one batsman hits for a six.. over end... the next one hits
for another six..... it has not been mentioned whether all
3 balls have to be used..  |
| Piya [Nokia Siemens Networks Pvt.Ltd] |
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| Answer | Dear Midhun, i think Nadeem is right.....he said the 3rd run
was a runshort so it wont be counted....  |
| Mack [Nokia Siemens Networks Pvt.Ltd] |
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| Answer | Batsman A is on strike, he makes a single but the fielding
team makes a mess of returning the ball and it goes to the
boundary as overthrows (which incidentally do go to the
batsmen), he will now have 99, then he plays single to get
to 100 and batsmen B then hits a 6.  |
| Tim [Nokia Siemens Networks Pvt.Ltd] |
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| Answer | the previous answer is correct  |
| Priya [Nokia Siemens Networks Pvt.Ltd] |
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| Answer | first person (2+1)and another one (4).  |
| Yasodha [Nokia Siemens Networks Pvt.Ltd] |
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| Answer | All the above answer are wrong
because when the ball hIts the helmet...SURELY... the runs
are given to the team not to batsman.
and other says for runout but the question
is both batsmen should be UNBEATEN.
Correct answer is that a batman hit a
boundary and then runs three for the next ball
and runs one run short and then next batsman
hits a six on the last ball.  |
| Madan [Nokia Siemens Networks Pvt.Ltd] |
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| Question |
3,10,20,27,54,61,? |
Rank |
Answer Posted By |
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Question Submitted By :: Satya.tivari |
| This Interview Question Asked @ Assurgent |
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I also faced this Question!! |
© ALL Interview .com |
| Answer | 162  |
| Satya.tivari |
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| Answer | 122
3+7=10,10*2=20,20+7=27,27*2=54,54+7=61,61*2=122  |
| Prashanth |
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| Answer | 122  |
| Vignesh1988i |
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| Answer | its 122
3+7=10
3+7+10=20
20+7=27
27+20+7=54
54+7=61
61+54+7=122  |
| Honey Madhu |
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| Answer | 3+7=10
10+10=20
20+7=27
27+27=54
54+7=61
61+61=122  |
| Chandrika |
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| Answer | 3
13
17
10
30
20 17
47
34
27
81
34
54
115
51
61
166
105  |
| Piya |
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| Answer | 122  |
| Sundeep |
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| Question |
Out of 10 white, 9 black and 7 red balls, in how many ways
can we select one or more balls
please with solution. |
Rank |
Answer Posted By |
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Question Submitted By :: Guest |
| This Interview Question Asked @ Wipro |
|
I also faced this Question!! |
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| Answer | we need to have one or more balls, so its like a position
where we should not be with no balls.
so answer is (total number of ways we can select the balls
in all possible ways) - (no. of ways where we don't have
any balls selected)
So, no. of ways where we don't have any balls selected =
10C0*9C0*7C0 = 1
total number of ways we can select the balls in all
possible ways = 10!*9!*7!/(10*9*7)
so, answer is ((10!*9!*7!)/(10*9*7)) - 1 =  |
| Sudheer |
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| Answer | 26C1 + 26C2 +........+26C26  |
| Piya |
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| Answer | 26c1+25c2  |
| Dip |
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