I'm not in a position to try for a K2 summit today and so I will assume you're requesting a specific example of the problem of concealing quantification in sentences.
Take this question as an example:
Can the Las Vegas Raiders fire an employee for saying stupid crap about their customers?
It's pointless to answer because the answer is both "yes" and "no", no matter what one's biases are, because no quantification is provided. There are other problems with this question if its purpose is to provide insight into Kimmel's suspension, however, even if those other problems are corrected, the lack of quantification will continue to make the question pointless to discuss.
Examples of this question reimagined with quantification:
Can the Las Vegas Raiders (ever) fire an employee for saying stupid crap about their customers?
Can the Las Vegas Raiders (always) fire an employee for saying stupid crap about their customers?
This helps a lot. The problem is, almost everyone will agree the answer is "yes" to the first example and "no" to the second. Because it's so clear cut for both versions, it's likely that the tacit quantification is meant as a bait and switch. If I'm being generous as the recipient of the question, I'll answer, "sure, they can fire someone for that" intending the restricted quantification, but then the asker will likely declare victory, and respond as if I've assented to the universal version of the question. If an employer can "always" fire an employee for saying stupid crap about their customers, then it's not much from there to infer Kimmel's suspension is justified, because it's really in the wheelhouse of the company executives to determine what constitutes "stupid crap".
And so we see that providing quantification reveals the question is so easy for most people to agree upon the answer that the question is likely a sham.