In the bit representation of a number, find if there is exactly one bit that is set.
e.g. your approach should say true for the following numbers :
1,2,4,8,16
and false for the following numbers :
3,5,7,10
[PS] Catch the Fox
Labels: problem solving, strategy
Consider five holes in a line. One of them is occupied by a fox. Each night, the fox moves to a neighboring hole, either to the left or to the right. Each morning, you get to inspect a hole of your choice. What strategy would ensure that the fox is eventually caught?
Algorithms from "100 Interview Questions for Software Developers" : Part 1
Labels: algorithms, interview question
Q1. How do you find out if a number is a power of 2?
Q2. And how do you know if it is an odd number?
Q2. And how do you know if it is an odd number?
[ALGO] Water jugs problem
Labels: algorithms, cormen, sort, water jugs
Suppose that you are given 'n' red and 'n' blue water jugs, all of different shapes and sizes. All red jugs hold different amounts of water, as do the blue ones. For every red jug, there is a blue jug that holds the same amount of water & vice versa.
How can you find the grouping of the jugs into pairs of red & blue jugs that hold the same amount of water, in the minimum number of comparisons.
Operations allowed
How can you find the grouping of the jugs into pairs of red & blue jugs that hold the same amount of water, in the minimum number of comparisons.
Operations allowed
- always compare between a red and a blue jar (no two reds, no two blues)
- fill water in red / blue jug
- pour from red jug to blue (& vice versa). This will help compare the capacity of the jugs.
Find if number occurs exactly n/2 times in an array
Labels: algorithms, problem solving
You have an array of number/characters. If there is a number which occurs exactly n/2 times.
and all other elements in the set/array are distinct, can you find the the repeating number?
Expected time complexity : O(n)
Expected space complexity : O(1)
What if the other members are not distinct?
Can we solve the problem in O(log n) time complexity? (distinct and / or not distinct)
Source : http://inder-gnu.blogspot.com/2009/08/number-occuring-n2-times.html
and all other elements in the set/array are distinct, can you find the the repeating number?
Expected time complexity : O(n)
Expected space complexity : O(1)
What if the other members are not distinct?
Can we solve the problem in O(log n) time complexity? (distinct and / or not distinct)
Source : http://inder-gnu.blogspot.com/2009/08/number-occuring-n2-times.html
Dividing array into groups
Labels: algorithms, array, problem solving
Divide a list of numbers into groups of consecutive numbers but their original order should be preserved.
Example:
<8,2,4,7,1,0,3,6>
should be divided into two groups like this:
<2,4,1,0,3> <8,7,6>
Source : http://discuss.techinterview.org/default.asp?interview.11.770712.8
Example:
<8,2,4,7,1,0,3,6>
should be divided into two groups like this:
<2,4,1,0,3> <8,7,6>
Source : http://discuss.techinterview.org/default.asp?interview.11.770712.8
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