algorithm to generate maximum number of character 'A' using keystrokes 'A', CTRL + 'A', CTRL + 'C' and CTRL + 'V'
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Published on 2011-01-05T17:14:38Z
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This is an interview question from google. I am not able to solve it by myself. Can somebody throw some light?
The question goes like this.
Write a program to print the sequence of keystrokes such that it generates the maximum number of character 'A's. You are allowed to use only 4 keys: 'A', CTRL + 'A', CTRL + 'C' and CTRL + 'V'. Only N keystrokes are allowed. All CTRL+ characters are considered as one keystroke, so CTRL+A is one keystroke.
e.g.:
A, ctrl+A, ctrl+C, ctrl+V
generates two As in 4 keystrokes.
Edit:
CTRL + A is Select All
CTRL + C is copy
CTRL + V is paste
I did some mathematics. For any N, using x numbers of A's , one CTRL+A, one CTRL+C and y CTRL+V, we can generate max ((N-1)/2)^2 numbers of A's. But for some N > M, it is better to use as many ^A, ^C and ^V as it doubles the number of As.
Edit 2:
^A, ^V and ^C will not overwrite on the existing selection but it will append the copied selection to selected one.
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