78 Interview questions: questions only

Supposedly copied from http://www.gowrikumar.com/programming

1.

Write an efficient C program to count the number of bits set in an
unsigned integer.
i/p     o/p
====    ===
0(00)    0
1(01)    1
2(10)    1
3(11)    2
…..  …

2.

Write a small C program, which while compiling takes another program
from input terminal, and on running gives the result for the second
program. (NOTE: The key is, think UNIX).

Suppose, the program is 1.c
Then, while compiling
$ cc -o 1 1.c
int main()
{
printf(“Hello World\n”);
}
^D
$ ./1
Hello World
$

3.

Given a string s1 and a string s2, write  a snippet to say whether s2 is a
rotation of s1 using only one call to strstr routine?

(eg given s1 = ABCD and s2 = CDAB, return  true,
given s1 = ABCD, and s2 = ACBD , return false)

4.

What’s the  “condition” so that the following code
snippet  prints both HelloWorld !

if  “condition”
printf (“Hello”);
else
printf(“World”);

5.

Ugly numbers are numbers whose only prime factors are 2, 3 or 5.
The sequence
1, 2, 3, 4, 5, 6, 8, 9, 10, 12, 15, …
shows the first 11 ugly numbers.
By convention, 1 is included.

Write a program to find and print the 1500’th ugly number.

6.

Write a C program which when compiled and run, prints out a message
indicating whether the compiler that it is compiled with, allows /* */
comments to nest.

7.

Write a C function that will print 1 to N one per each line on the stdout
where N is a int parameter to the function. The function should not use
while, for, do-while loops, goto statement, recursion, and switch
statement.

8.

int main()
{
int i, n = 20;
for (i = 0; i < n; i–)
printf(“*”);
return 0;
}

Change/add only one character and print ‘*’ exactly 20 times.
(there are atleast 3 solutions to this problem 🙂

9.

You are given have a datatype, say X in C.

The requirement is to get the size of the datatype, without declaring a
variable or a pointer variable of that type,

And, of course without using sizeof operator !

10.

Given a singly-linked, find out the mid point of a single linked
list in a
single parse of the list. Assume the program would be loaded in read-only
memory so no manipulation of the list is allowed.

11.

You are given a circular single linked list of sufficiently many number of
nodes(say more than 1 crore). You  need to delete a node say P
and you are
given a pointer to P in the circular single list.

Suggest the most efficient methodology of deleting the node P from the
circular single linked list without rounding about the circular single
linked list.

12.

Write a C Program to reverse a stack “in place” using recursion ?
You can only use the following ADT functions on Stack:
IsEmpty
IsFull
Push
Pop
Top

13.

You are provided with two stacks, and pop() and push() functions for them.
You have to implement queue i.e. enqueue() and dequeue() using the
available operations.

14.

How do you reverse the words in a string?

“My name is Amit Agarwal”
to
“Agarwal Amit is name My”

A O(n) and ‘in space’ solution is appreciable.

15.

You are given a sequence of numbers from 1 to n-1 with one of the
numbers repeating only once. (example: 1 2 3 3 4 5).

* How can you find the  repeating number?
* What if i give you the constraint that you can’t use a dynamic amount
of memory (i.e. the amount of memory you use can’t be related to n)?
* What if there are two repeating numbers,instead of one (and the same
memory  constraint?)

16.

Given an array of numbers, except for one number all the others, occur
twice. Give an algorithm to find that number which occurs only once in the
array.

17.

There is a series of numbers in ascending order. All these numbers
have the same number of binary 1s in them. Given the number of 1
bits set in
the numbers, write an algorithm/C program to find the nth number in
the series.

18.

Given a stack S, write a C program to sort the stack (in the ascending
order).

We are not allowed to make any assumptions about how the stack
is implemented.
The only functions to be used are:
Push
Pop
Top
IsEmpty
IsFull

19.

Given a linked list, your are asked to find out the nth last element in
the linked-list. (n would be given as the argument to the function)

20.

The numbers are represented in linked-list with each node representing a
digit of the number as follows:
123  == 1 2 3 NULL
999  == 9 9 9 NULL

Write a C program to add two numbers.

I/P : 9 9 9 NULL
1 NULL

O/P : 1 0 0 0 NULL

You can assume that the number of elements in the linked-list is available
to you.
struct List
{
Node* head;
int noe; /* number of elements */
};

21.

There is a 100-story building and you are given two eggs.
The eggs (and the building) have an interesting property that
if you throw the egg from a floor number less than X, it will not
break. And it will always brake if the floor number is equal or
greater than X.

Assuming that you can reuse the eggs  which didn’t broke, you got to find
X in a minimal number of throws.

Give an algorithm to find X in minimal number of throws.

22.

You are given a singly link-list such that each node of this
list is also a
head of another link list of the same type. So, how does one flatten the
linked-list

struct node {
void *data; /* could be anything */
struct node *next;
struct node *down;
};

23.

Given: 2 Unsorted single linked list

Todo: Fastest and optimised way to merge and make a single
sorted list with
these 2 unsorted single linked list.

24.

Given a numbers x and n, where n is a power of 2, write C code, which
gives the multiple of n which is greater than or equal to x.
ex :
I/P: 13 8
O/P: 16

I/P: 17 16
O/P: 32

The challenge: Do not use division or modulo operator.

25.

In C, copying of array as follows is not possible:

int a[10],b[10];
a = b;
a = GetAnArrayOfTenElements();

Can you think of a simple hack, which would enable us to get this effect?

26.

Assume that two robots land from two different
flights with the help of parachuttes (at different
points) on an infinite plane.

Each robot leaves its parachutte on landing and goes in
search of the other robot. The problem is to write a
program which will be executed by both the robots for
rendevezvous(meeting).

You have the following instructions at your disposal
to write the program:
1) Step L – makes the robot take one step towards left
2) Step R – makes the robot take one step towards right
3) goto label – jump to the label
4) if P one instruction, where
P is a predicate which will be true when a robot senses a
parachutte. It will be true as long as the robot is near it.
The moment it takes a step towards left or right after sensing it,
then P will become false.

As part of ‘if’ statement one can execute one instruction which could be
(1) or (2) or (3)

Could anybody write a program to help the robots to
meet :)? Make your own assumptions and justify them.

Remember the same program needs to be executed by both robots 🙂

27.

Given the values of two nodes in a *binary search tree*, write a c
program to find the lowest common ancestor. You may assume that both
values already exist in the tree.

The function prototype is as follows:
int FindLowestCommonAncestor(node* root,int value1,int value)

20
/  \
8    22
/   \
4     12
/  \
10    14

I/P : 4 and 14
O/P : 8

(Here the common ancestors of 4 and 14, are {8,20}.
Of {8,20}, the lowest one is 8).

28.

Given an array of 2n elements of which n elements are same and the
remaining n elements are all different. Write a C program to find out the
value which is present n times in the array.

There is no restriction on the elements in the array. They are random
(In particular they not sequential.)

29.

Given two arrays A and B. Array ‘A’ contains all the elements of ‘B’ but
one more element extra…..

Find out the extra element……

Restrictions: Dont use any relational ops ( > or > or == etc….), array
elements are not in order …,

30.

There are 2 cities A and B, dist. between them is 1000 Km
we have 3000 bananas in city A and a elephant can carry max 1000
bananas at
any given time and it needs to eat a banana every 1 Km.

How Many Max. No. of bananas one can transfer to city B?

Note : the elephant cannot go without bananas to eat.

31.

Assume memory is divided into blocks that are a power of 2 in size,
starting at address 0. The blocks may be words, doublewords, pages, and so
on.

Then, given a starting address “A” and a length “L”, we wish to  determine
whether or not the address range from “A” to “A+L-1” crosses a  block
boundary.

The quantities “A” and “L” are unsigned and any values that fit
in a register are possible.

Pictorially,

|—N——|—-N—–|—-N——|
+———-+———-+—- … —+———-+
|          |          |            |          |
+———-+———-+—- … —+———-+
^ |—-L—|
|
|
A

Write small piece of C code, to know if A+L crosses a boundary.

Challenge again is not to use division or modulo operator 🙂

32.

Write an efficient function in C that deletes characters from a string.
Use the prototype:
void RemoveChars(char str[], char remove[]);
where any character existing in remove must be deleted from str.

For example, given a str of “Battle of the Vowels:Hawaii” and remove of
“aeiou”, the function should transform str to “Bttl f th Vwls:Hw vs.
Brzny”.

Justify any design decisions you make and discuss the efficiency
of your solution.

33.

Write an algorithm to check whether a given unsigned number is a
multiple of 3, without using division and modulo operators.

34.

Prove that n*(n+1)*(2*n+1) is divisible by 6, for any n>0

35.

Given an 8×8 chessboard,
* How many “total” number of squares are present in the board?
* How many “total” number of rectangles are preent in the board?
(for this problem assume that rectangles must have length and breadth
different)

36.

I would like to know the method one employs to subtract
the following fractions

+8 5/12 – 2 2/3

Note: 8 5/12 is a mixed fraction. Cannot represent it any
better on the monitor

What I expect is a step wise description of the procedure.
No this is not a test of one’s analytical skill, just to see how
many people do it the easier way.

37.

Consider an array of integers, both positive and negative. You have to
find out the maximum sum possible by adding ‘n’ consecutive integers in
the array, n <= [ARRAY_SIZE]. Also give where in the array this sequence
of n integers starts.

38.

Given two sorted linked lists, L1 and L2, write a C program to compute
L1 /\ L2 (L1 intersection L2).

39.

Propose a data structure that supports the stack push and pop operations
and a third operation find_min, which returns the smallest element in
the data structure, all in O(1) worst case time.

40.

Given an array of integers (possibly some of the elements negative),
write a C program to  find out the *maximum product* possible by adding
‘n’ consecutive integers in the array, n <= ARRAY_SIZE.

Also give where in the array this sequence  of n integers starts.

41.

A man has two cubes on his desk. Every day he arranges both cubes so that
the front faces show the current day of the month. What numbers
are on the
faces of the cubes to allow this?

42.

Given 6 match sticks of equal length. You are asked to form 4
equilateral triangles with these sticks. Obviously, you are not allowed
to break, split or bend the sticks.

43.

Say we have a data structure as follows:

enum {RED,BLUE,GREEN};
struct Ball
{
/*…*/
int color;
};

int ColorOfBall(Ball b)
{
return b.color;
}
Ball arr[SIZE];

The array arr consists of balls of with one of the three colours
(Red,Green,Blue). Now we need to sort the array in such a way that all
the Red coloured balls come first, followed by blue and then green.

The restriction is that call to function ColorOfBall is a very costly
operation. You have to use it as less as possible. (In other words we
would be looking for the solution with least number of calls to the
function ColorOfBall.)

44.

Propose a data structure for the following:
– The data structure would hold elements from 0 to N-1.
There is no order on the elements (no  ascending/descending order
requirement)

The complexity of the operations should be as follows:
* Initialization          – O(1)
* Insertion of an element – O(1)
* Deletion of an element  – O(1)
* Finding a element       – O(1)
* Deleting all elements   – O(1)

45.

Given 13 balls, how would you arrange them in 9 lines,  such
that there are 4 balls in each line ?

you can assume that the lines are arranged in 2-D space.  a ball
cannot be placed on top of another ball.

If you find that too easy, and have loads of time to kill, then
how about arranging 22 balls in 21 lines of 4 🙂

46.

Write a “C” function,
int AddOvf(int* result, int a, int b)

If there is no overflow, the function places the reusltant
sum a+b in “result” and returns 0. Otherwise it returns -1.

The solution of casting to long and adding to find detecting the
overflow is not allowed 🙂

47.

Write a C function that rotates to the right by ‘n’ bit
positions the bits of an unsigned int x

No assumptions to be made on the the values ‘n’ can take and the
size of ‘x’.

48.

A skier must decide every day she goes skiing whether to rent or buy skis,
unless or until she decides to buy them. The skier does not know how many
days she will go on skiing before she gets tired of this hobby.
Suggest a strategy for the skier minimizing her cost, given the
cost of rent
is 1 unit, cost to buy the skis is B units where B>>1.

49.

Can you explain the behaviour of the following C program?
int main()
{
float f=0.0f;
int i;
for(i=0;i<10;i++)
f += 0.1f;
if(f==1.0f)
printf(“f is 1.0f\n”);
else
printf(“f is NOT 1.0f\n”);

return 0;
}

50.

You need to write a simple macro CHAR(x) which takes a character x and
converts it into ASCII value of x.

printf(“%c”,CHAR(a)) ==> a
printf(“%c”,CHAR(X)) ==> X

No, this simple definition doesn’t work:
#define CHAR(x) ‘x’

51.

Here is a small one to drive away the afternoon siesta. Consider a point
P(n,n) in the cartesian co-ordinate system
A robot has to start from the origin and reach this point. The only steps
the robot can take are :
1 unit right
1 unit up.

How many different paths can the robot take to point P.
Is there an optimal path to point P. (both up and right steps
incur the same
cost).

52.

How could i prevent a class from being used as a base
class in C++.

For example:
Consider some class ABC. I would like the user to create
objects of  class ABC but prevent him from deriving classes from ABC
and creating objects of the derived class.

53.

A multiple choice test has 15 questions and 4 choices for each answer.
Each question has only one answer correct.

How many ways can the 15 questions be answered so that
– Exactly 3 answers are correct
– Atleast 3 answers are correct

54.

cwd
xor ax, dx
sub ax, dx

cwd- convert word ot double word. sign extend DX:AX, with DX having the
signed bit
xor ax, dx => ax = ax xor dx
sub ax, dx => ax = ax – dx

55.

In a calendar year (assume non-leap), determine how many Friday the
thirteenths there can be. What is the smallest number possible?

56.

Write a Recursive function which generates the PowerSet of a given Set.

The Set is passed to the Function as a String. And the Function should
print the Subsets as Strings.

[Note:]
PowerSet( {1,2,3} ) = 0, 1, 2, 3, 12, 13, 23, 123      //0 is Null Set.
And the Order of the SubSets is not Mandatory.

Sample TestCase:
I/P  :”abc”
O/P:
0
a
b
ab
c
ac
bc
abc

57.

Bangla numbers
====== =======
Bangla numbers normally use ‘kuti’ (10000000), ‘lakh’ (100000),
‘hajar’ (1000),
‘shata’ (100) while expanding and converting to text. You are
going to write
a program to convert a given number to text with them.

Input
—–
The input file may contain several test cases. Each case will contain a
non-negative number <= 999999999999999.

Output
——
For each case of input, you have to output a line starting with the
case number with four digits adjustment followed by the converted text.

Sample Input
—— —–
23764
45897458973958

Sample Output
—— ——
1. 23 hajar 7 shata 64
2. 45 lakh 89 hajar 7 shata 45 kuti 89 lakh 73 hajar 9 shata 58

http://acm.uva.es/p/v101/10101.html
58.

Suppose that there are 101 players entered in a “single elimination”
tennis tournament.

In such a tournament any player who loses a match, must drop out, and
every match ends in a victory for some player – there are no ties.

In each round of the tournament, the players remaining are matched into as
many pairs as possible, but if there is an odd number of players left,
someone receives a bye (which means an automatic vitory for this player
in this round) Enough rounds are played until a single player remains who
wins the tournament.

The problem is : How many matches are played in total?

59.

The “parity” of a number refers to whether it contains an odd or even
number of 1-bits. The number has “odd parity”, if it contains odd number
of 1-bits and is “even parity”, if it contains even number of 1-bits.

Write a C program to find the parity of an unsigned integer.

60.

Calculate:  B^P mod M for large values of B, P and M using a very
efficient algorithm.
Value ranges:

B   0-2147483647
P   0-2147483647
M   1-46340

61.

Lets assume we have a rat maze as represented by the following NxM matrix
where S is the start location and F is the end location.

S    0    0    0    0    0
1    1    0    0    0    0
1    0    1    0    0    0
1    0    1    0    0    0
0    1    0    1    0    0
1    0    0    0    1    0
0    1    1    1    1    F

The idea (as with any rat maze) is to traverse from S to F. The matrix can
have only 0 and 1 as values. 1 represents a path that can be taken and 0
represents a blocked path.

We can make the following assumption:
S will always be (0,0) and F will always be (N,M).

As seen from above, there can be many paths from S to F.

How do we find the shortest (or longest) path from S to F without actually
traversing all the possible paths.

Please post (with proof/explantion) your algorithms. Also can
you then think
of ways to optimize the algo?

62.

I. The chicken came first.
II. The egg came first.
III. Statement I is false and Statement II is true.

If two of the above statements are false, what chance is there
that the egg
came first?

63.

#include
main()
{
int a,b,c;
int count = 1;
for (b=c=10;a=”- FIGURE?, UMKC,XYZHello Folks,\
TFy!QJu ROo TNn(ROo)SLq SLq ULo+\
UHs UJq TNn*RPn/QPbEWS_JSWQAIJO^\
NBELPeHBFHT}TnALVlBLOFAkHFOuFETp\
HCStHAUFAgcEAelclcn^r^r\\tZvYxXy\
T|S~Pn SPm SOn TNn ULo0ULo#ULo-W\
Hq!WFs XDt!” [b+++21]; )
for(; a– > 64 ; )
putchar ( ++c==’Z’ ? c = c/ 9:33^b&1);
return 0;
}
The above program, when run gives the following output:

!!!!!!
!!!!!!!!!!
!!!!!!!!!!!!!!!
!!!!!!!!!!!!!!
!!!!!!!!!!!!!!!
!!!!!!!!!!!!
!!!!!!!!!!!!
!!!!!!!!!!!!
!!!!!!!!
!!!!!!!!!!
!!!!!!!!!!!!!!
!!!!!!!!!!!!!!!!
!!!!!!!!!!!!!!!!
!!!!!
!!!!!!!!!!!!!!!!!!!
!!!!!!!!!!
!!!!!!!!!!!!!!!!!!!!!!!                 !
!!!!!!!!!!
!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!              !!
!!!!!!!!!!!!
!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!        !!      !!!!!!!!
!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!
!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!! !!!!!!!!!!!!
!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!  !!!!!!!!!!!!
!!!!!! !!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!        !!!!!!
!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!      !!!!!
!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!        !!!
!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!        !
!!!!!! !!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!
!!!!! !!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!
!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!
!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!
!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!
!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!
!!!!!!!!!!!!!!!!!!!!!!!!!!!!
!!!!!!!!!!!!!!!!!!!!!!!!!!
!!!!!!!!!!!!!!!!!!!!!!!!!
!!!!!!!!!!!!!!!!!!!!!!!!
!!!!!!!!!!!!!!!!!!!!
!!!!!!!!!!!!!!!!!!!
!!!!!!!!!!!!!!!!
!!!!!!!!!!!!!!!!
!!!!!!!!!!!!!!!
!!!!!!!!!!!!!!
!!!!!!!!!!!!
!!!!!!!!!!!!
!!!!!!!!!!!!
!!!!!!!!
!!!!!!
!!!!

Can you figure out the logic used in the program?

64.

Here is an interesting sequence..
1 20 33 400 505 660 777 8000 9009 10100 11121
What are the next few numbers in the above sequence?

65.

You are travelling in the jungles of Africa, when you are caught by a
tribe of barbarians. They allow you to choose between death or solving
their great challenge. You know what you will choose 😉

You are blindfolded and taken to a room, where you are asked to kneel.
You feel hundreds of circular discs lying in front of you. You are told
that one side of each disc is painted red, and the other, green. There
are exactly 129 discs that currently are red side up. You have to
divide the discs into two groups, such that each group has the same
number of discs showing the red colour. Obviously, no peeking allowed.

66.

Given an array of strings, you need to sort it using “qsort”
function provided by C. You can use the “strcmp” function provided
by the C language as well.

#define SIZEOF(arr) (sizeof(arr)/sizeof(arr[0]))
int main()
{
char *arr[]={“abc”,”def”,”abcd”};
int i;

/*
* code to sort..
*…
*…
*/

for(i=0;i < SIZEOF(arr);i++)
printf(“%s\n”,arr[i]);
}

67.

Here is a game one can buy in most toy stores.
It’s called Hi-Q (or Brainvita).
32 pieces are arranged on a board as shown below:

X   X   X

X   X   X

X   X   X   X   X   X   X

X   X   X   o   X   X   X

X   X   X   X   X   X   X

X   X   X

X   X   X

* Only the centre position is unoccupied.
* A piece is allowed to move by jumping over one of it’s neighbours into
an empty space.
* Diagonal jumps are not permitted.
* When a piece is jumped over, it is removed from the board.

Write an algorithm which determines a series of jumps so that all of the
pieces except one are eventually removed, and the final piece ends
up at the center position.

68.

Suppose we wish to multiply four matrices of real numbers
M1 x M2 x M3 x M4 where

M1 is 10 by 20,
M2 is 20 by 50,
M3 is 50 by 1, and
M4 is 1 by 100.

Assume that the multiplication of a p x q matrix by a q x r matrix
requires pqr scalar operations, as it does in the usual matrix
multiplication
algorithm.

Find the optimal order in which to multiply the matrices so as
to minimize the total number of scalar operations.

How would you find this optimal ordering if there are an
arbitrary number of matrices?

69.

Describe a (n log2 n) time algorithm that, given a set S of n real numbers
and another real number x, determines whether or not there exist two
elements in S whose sum is exactly x.

70.

Given an array of n numbers a[1], a[2],…, a[n], find the
second minimum number in n + log n comparisons. You can only
compare elements. You can’t assume anything about the range of values
of the numbers.

71.

An element in a sorted array can be found in O(log n) time via binary
search. But suppose I rotate the sorted array at some pivot unknown to you
beforehand. So for instance, 1 2 3 4 5 might become 3 4 5 1 2. Now devise
a way to find an element in the rotated array in O(log n) time.

72.

Write a program that will display a “spiral” of NxN numbers, using
constant space (no arrays allowed). For example, here’s what the spiral
looks like for N=10:

99    98    97    96    95    94    93    92    91    90
64    63    62    61    60    59    58    57    56    89
65    36    35    34    33    32    31    30    55    88
66    37    16    15    14    13    12    29    54    87
67    38    17     4     3     2    11    28    53    86
68    39    18     5     0     1    10    27    52    85
69    40    19     6     7     8     9    26    51    84
70    41    20    21    22    23    24    25    50    83
71    42    43    44    45    46    47    48    49    82
72    73    74    75    76    77    78    79    80    81

For N = 2
3 2
0 1

For N=3
8 7 6
1 0 5
2 3 4

For N=4
15 14 13 12
4  3  2 11
5  0  1 10
6  7  8  9

73.

How do u find the largest repeating string and the number of times it
repeats in a given string efficiently offcourse !?

ex :
String : “abc fghi bc kl abcd lkm abcdefg”
Ans    : “abcd”  count = 2

74.

There are 4 buckets of coins. Real coins weigh one gram each. fake grams
weigh 2 grams each. Each bucket is fake (contains only fake
coins) or real
(contains only real coins). You have weighing machine, which can be used
only one weighing. If there are 9 coins per bucket, how can you determine
all the buckets that are fake with just one weighing.

75.

Given a binary tree, you need to verify it is a binary search tree or not.
How do you do that?

76.

Write a C function, which takes a number n and positions p1 and p2 and
returns if the the bits at positions p1 and p2 are same or not.

77.

Write a C function, which takes two numbers m and n, (which are
representing
and bit set) and checks whether m is a subset of n or not.

78.

A majority element in an array A, of size N is an element that
appears more than N/2 times (and hence there is atmost
one such element)

Write a function which takes an array and emits the majority
element (if it exists), otherwise prints NONE as follows:

I/P : 3 3 4 2 4 4 2 4 4
O/P : 4

I/P : 3 3 4 2 4 4 2 4
O/P : NONE

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4 thoughts on “78 Interview questions: questions only

  1. Pingback: 78 Interview questions with answers: Part 1 « नक्कारखाना

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