Re: Hints on hoq to create this graph?

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Re^2: Hints on hoq to create this graph? by Ratazong (Monsignor) on Feb 13, 2014 at 16:23 UTC
Asking Google for ASCII-art will probably bring you an even nicer solution ... but this one will give you the idea... `print " ****\n". " \n". " O \n". " O \n". " \n". " ***\n";` [download] Rata (assuming the OP has some hidden requirements* not posted ... ) update: Based on the commands available to you, you teacher probably expects you to use an array (of the size (2n+1)(2n+1)), with (n)(n) being the center. Then you should determine the distance from each field to the center (using the pythargoras-formula - that's why you are allowed to use `sqrt`), and decide based on that distance which character to use for that element - that way you'll get circles. Have fun trying!	[reply] [d/l] [select]

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Re^2: Hints on hoq to create this graph?
by Ratazong (Monsignor) on Feb 13, 2014 at 16:23 UTC

Asking Google for ASCII-art will probably bring you an even nicer solution ... but this one will give you the idea...

print 
"      *****\n".
"     *     *\n".
"    *   O   *\n".
"    *   O   *\n".
"     *     *\n".
"      *****\n";
[download]

Rata (assuming the OP has some hidden requirements not posted ... )

update: Based on the commands available to you, you teacher probably expects you to use an array (of the size (2n+1)(2n+1)), with (n)(n) being the center. Then you should determine the distance from each field to the center (using the pythargoras-formula - that's why you are allowed to use sqrt), and decide based on that distance which character to use for that element - that way you'll get circles.

Have fun trying!

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