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There is a 2D matrix which has 0s and 1s . Your main aim is to tell maximum number of rows that are max amplified . A row is max amplified if all the columns in a row are 1. You have been given K which tells the number of column inversions you HAVE to do . Column inversion means that the whole column of that 2D matrix is inverted . 0 is replaced by 1 and 1 is replaced by 0 . You have to tell that after K inversions how many rows of max amplification will be present . K inversions gave to take place . Not less than that not more . One column can be inverted more than once .
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On Campus - Software Profile

Interviewed at Samsung R&D Institute India - Bangalore

3.6
Aug 15, 2016

There is a 2D matrix which has 0s and 1s . Your main aim is to tell maximum number of rows that are max amplified . A row is max amplified if all the columns in a row are 1. You have been given K which tells the number of column inversions you HAVE to do . Column inversion means that the whole column of that 2D matrix is inverted . 0 is replaced by 1 and 1 is replaced by 0 . You have to tell that after K inversions how many rows of max amplification will be present . K inversions gave to take place . Not less than that not more . One column can be inverted more than once .

"You're a production manager and a shipping manager tells you he needs more space in the warehouse where you typically store your raw material (syrup in this case) for the allocation of high traffic finished goods. The only space large enough to store your raw material is very far in the back of the warehouse (I would infer causing a deficiency in the picking of said raw materials). How would you resolve the situation?"
Nov 6, 2014

"You're a production manager and a shipping manager tells you he needs more space in the warehouse where you typically store your raw material (syrup in this case) for the allocation of high traffic finished goods. The only space large enough to store your raw material is very far in the back of the warehouse (I would infer causing a deficiency in the picking of said raw materials). How would you resolve the situation?"

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