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I received two questions. The first was print out all possible strings that a phone number can produce. For instance: 2 -> A,B,C and 3 -> D,E,F. So if the input is 23, then the output should be "AD, AE, AF, BD, etc.." The second question was if you had multiple points (x,y), find the n closest points to the origin (0,0).
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Software Engineer

Interviewed at Meta

3.5★
Jan 16, 2015

I received two questions. The first was print out all possible strings that a phone number can produce. For instance: 2 -> A,B,C and 3 -> D,E,F. So if the input is 23, then the output should be "AD, AE, AF, BD, etc.." The second question was if you had multiple points (x,y), find the n closest points to the origin (0,0).

Given a string of digits, where every digit represents a letter (1->a, 2->b, 26->z). Find the number of words that we can generate from that string. For example: 123 -> abc, lc, aw. The answer: 3 456 -> def. The answer: 1
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Software Engineer Intern

Interviewed at Meta

3.5★
Mar 11, 2015

Given a string of digits, where every digit represents a letter (1->a, 2->b, 26->z). Find the number of words that we can generate from that string. For example: 123 -> abc, lc, aw. The answer: 3 456 -> def. The answer: 1

The first question is two find the largest and second largest value at each level of a binary tree. You don't need to return all values, just print out instead. the second question is to return a value in an array with the probability proportional to the weight of the value within the array. For example, in an array [4,5,6], return 4 with probability 4/15, 5 with 5/15 and 6 with 6/15. You are given a function that returns a random real number between 0 and 1
avatar

Software Engineer

Interviewed at Meta

3.5★
Nov 7, 2016

The first question is two find the largest and second largest value at each level of a binary tree. You don't need to return all values, just print out instead. the second question is to return a value in an array with the probability proportional to the weight of the value within the array. For example, in an array [4,5,6], return 4 with probability 4/15, 5 with 5/15 and 6 with 6/15. You are given a function that returns a random real number between 0 and 1

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