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A ternary base is a numeral system with a base of three. It uses three symbols (0, 1, and 2) to represent numbers, similar to how binary (base 2) uses two symbols (0 and 1) and decimal (base 10) uses ten symbols (0-9). Ternary base can be used in computing and mathematics for various applications.
3
Ternary
Transistors lend themselves to on/off circuits. The ternary system is easier on paper, in that the math is simpler, but building the circuits is a different matter.
The ternary, or base 3, system.
Compare the first two numbers with the ternary operator. Store the result in a temporary variable. Compare the temporary variable with the third number, again using the ternary operator.
The answer depends on what you are converting from: binary, ternary, octal, hexadecimal ...
Ternary
The definition of ternary can be found at websites, such as The Free Dictionary, Merriam-Webster and Oxford Dictionaries. Ternary is a term that is used to describe the groups consisting of three members or components.
In this context, "Jack and Jill" typically refers to a binary system where there are two parties involved. If it is not binary or ternary, then it could potentially involve more than two or three parties, making it a multipartite system.
ternary