Merge to sorted arrays into second array, both arrays has N elements, but second array size is N * 2. So you merge both arrays in second array in a sorted way.
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You have 4 aces and a king in a set of cards, what's the probability of get kind before all aces.
The second question is that there are 8 buttons, 7 of them are some, one is a bit little heavier, and you have a balance, how could find the heavier one, you can just use the balance twice.
How do you find the middle of a linked list, rounding up in the case of an odd number of items but with no differentiation between an even or odd number?
Within 2-3 hours write a program that reads words from a large file, counts how many times an individual word occurs and output them in the order of decreasing number of occurrences. The language doesn't matter, just negotiate the programming environment you prefer in advance.
Given a sequence consisting of letters and numbers, re-arrange the sequence so that the numbers come together first, while maintaining their initial order in the sequence (not allowed to use additional memory) e.g. Input : 12gh45fd3, Output : 12453ghfd
The 2-minutes part is a bit unexpected, I am not a native language speaker, I read a bit slow, so I can only finish about 60% percent of the questions.
Choose any programming language of your choose and write a for loop that counts backwards from 10.
How would you test if a binary tree were symmetrical and balanced.
There are 4 people who want to cross a bridge. They each take 1, 2, 5 and 8 minutes. Only 2 people can cross at a time and they take as long as the slowest person. What is the fastest time you can get everyone across? Then I was asked to write the mathematical equation to determine the trade-off point between each of the 2 approaches to solving this.
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