Probable vs. Possible
What’s the difference between probable and possible? Strictly speaking, they’re unrelated, but in popular usage, their distinction is merely one of degree.
Possible — the noun form is possibility — means “having the potential.” (Potential, along with the latter word’s root, potent, shares an etymological origin with the former word.) Possible stems from the Latin term possibilis, which derives in turn from posse, which means “power” or “to be able.” Posse itself was borrowed into English from the Medieval Latin phrase posse comitatus, which literally means “power of the county.”
(This term, later shortened to posse, referred to the authority of a local official to conscript men to respond to an emergency; such a deputized detail features in many works of filmed or printed fiction in the western genre, but now, the term is most commonly heard as a jocular slang synonym for a celebrity’s entourage or retinue or anyone’s group of friends.)
Probable, which means “likely,” comes from the Latin term probabilis, which itself stems from probare, meaning “to approve, prove, or test.” Related words referring to the first sense include approbation and probity; prove itself is akin to probable, as is probe. Probability is the term for the branch of mathematics dealing with chance and is used in logic to refer to the degree to which two statements confirm each other.
Probable refers to what is likely to be done, to occur, or to be true; possible refers to what can be done, to occur, or to be true. If you say something is probable, you are expressing more confidence about it than if you state that it is possible. But the distinction is significant: It is possible, for example, for anyone to become fabulously wealthy, but the probability is infinitely variable.
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4 Responses to “Probable vs. Possible”
Infact I found the write-up useful
Like Marion, I found the last paragraph most useful.
Yoiur last sentence, “It is possible, for example, for anyone to become fabulously wealthy, but the probability is infinitely variable.”. brought to mind my statistics teacher, who asked,
“What’s the probability that Beryl Sprinkel is male?”
We answered “Fifty/fifty, or 0.5, of course.”
Our teacher chuckled. “Wrong! Beryl Sprinkel is a friend of mine, and the answer is definitely EITHER 1.0 or 0.0”
I find I don’t have the time or interest to read the parts of these posts that give the etymology of the words, even though I’m sure some readers find this helpful and interesting. The part that appeals to me is what is found in the final paragraph of this column, i.e., the difference in current usage. I hope that when both kinds of information are provided that they be clearly delineated so those of us who only want one can easily skip over the other. Thank you!