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Collections are a way for you to organize kata so that you can create your own training routines. Every collection you create is public and automatically sharable with other warriors. After you have added a few kata to a collection you and others can train on the kata contained within the collection.
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OP solved it, closing
Have you tried it on paper for a couple of inputs? The pattern is obvious after a few iterations.
+1
It means "how many pairs of integers
(a,b)
satisfies the system of equations".It's perfectly clear to people who have at least been taught a bit of linear algebra.
Yes, but probably not in the way you would've initially thought.
I did exactly what @Pecet recommended and took out my System.out.println() and the issue was fixed
@aoben3 how did you fix the java heap space? What was the problem? I have a similar issue.
This picture makes really good explanation.
http://glaringnotebook.com/zimages/cubism38.jpg
The big cube on the picture above has 3 cubes in a row.
Hope it helps.
A cube has six sides that are visible from outside. Your task is to count all the cubes that are inside.
Example for 3: 3x3x3 (=27) smaller cubes.
3 cubes width, 3 cubes high and 3 cubes deep.
Or 3 layers of 3x3.
First layer:
███
███
███
Second layer:
███
█X█ <--- the X isn't visible from outside
███
Third layer:
███
███
███
Could someone explain what this code is doing? I dont think I understand how this yields the needed result
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Really liked this Kata...just the right amount of challenging for 6Kyu :)
Hi-I had a hard time solving this too, I didn't really understand the question and had a hard time visualizing it. One thing that helped me was to look at diagrams of 2 cubed, 3 cubed, etc. You'll see that 2 cubed has zero rows in between, but that 3 cubed has 1 row between. 4 cubed has 2 rows in between. Hope this helps you a bit!
Sorry I marked it as an issue and I do appreciate the help. Will mark as question in the future :)
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