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Challenges

Comments on When The Ternary Is Balance

Post

When The Ternary Is Balance

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Inspired by this Rosetta Code article.

Introduction

Balanced Ternary is a method of representing integers using -1, 0 and 1 in base 3.

Decimal 11 = (1 * 32) + (1 * 31) + (−1 * 30) = [1,1,-1] or "++-"

Decimal 6 = (1 * 32) + (−1 * 31) + (0 * 30) = [1,-1,0] or "+-0"

Task

Given any integer, you must give its balanced ternary representation in any permitted format (array, string, etc.)

Your program must support all integers present within its maximum integer limit.

Test Cases

Reference implementation with first 200 values

5 +--
6 +-0
11 ++-
65 +-++-
-44 -++0+
-540 -+-+000

Scoring

This is code-golf. Shortest answer in each language wins.

History
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2 comment threads

Can I return a number instead of a string for the zero case? (2 comments)
Are leading zeros in the output allowed? (2 comments)
Can I return a number instead of a string for the zero case?
Moshi‭ wrote over 3 years ago

Can I return a number instead of a string for the zero case, even if I am using strings for the other return values?

Razetime‭ wrote over 3 years ago

No, all the outputs should be in the same format.