Brian63
Veteran Member
- Joined
- Jan 8, 2001
- Messages
- 1,639
- Location
- Michigan
- Gender
- Male
- Basic Beliefs
- Freethinker/atheist/humanist
The matter of slippery slopes admittedly has me a bit confused, specifically about when it is a fallacious objection versus when it is a valid objection to undertaking some change from the status quo. When driving past a nearby church recently this came into focus for me, as their exterior sign displayed a message along the lines of (definitely my wording to my best recollection, not their exact phrasing) “If we do not resist now, then what one day is illegal will be legal, then it will be tolerated, then it will be promoted, then resistance to it will be illegal.” The following link describes slippery slopes, and gives a couple examples:
https://www.logicallyfallacious.com/tools/lp/Bo/LogicalFallacies/162/Slippery_Slope
“Description: When a relatively insignificant first event is suggested to lead to a more significant event, which in turn leads to a more significant event, and so on, until some ultimate, significant event is reached, where the connection of each event is not only unwarranted but with each step it becomes more and more improbable. Many events are usually present in this fallacy, but only two are actually required -- usually connected by “the next thing you know...”
Logical Form:
If A, then B, then C, ... then ultimately Z!”
In that article, their first example (how to control a child’s behavior) relies on *probabilities* of A leading to B, then B to C, then C to D, etc. all of which are *likely* to be true. Then as you get further they get more unrealistic, say Q to R, R to S, S to T, etc. Those sequences happen to be *unlikely* outcomes, even if they are still possible.
Their second example (taking the Bible figuratively) relies on the *certainty* (if we are to be consistent) that A would lead to B, then B to C, then C to D, etc.
So is it that slippery slopes are actually NOT fallacies, and indeed are otherwise sound arguments to keep the status quo, when they are either mathematically certain or at least more likely to lead to the another undesirable event?
It is only a slippery slope fallacy when it is *unlikely* that one event would lead to another?
It seems that allows for a lot of gray area and uncertainties, in determining whether a slippery slope criticism is a legitimate criticism or not. Arguments that rely on slippery slopes sometimes are sound and sometimes are fallacious, it depends on the math.
https://www.logicallyfallacious.com/tools/lp/Bo/LogicalFallacies/162/Slippery_Slope
“Description: When a relatively insignificant first event is suggested to lead to a more significant event, which in turn leads to a more significant event, and so on, until some ultimate, significant event is reached, where the connection of each event is not only unwarranted but with each step it becomes more and more improbable. Many events are usually present in this fallacy, but only two are actually required -- usually connected by “the next thing you know...”
Logical Form:
If A, then B, then C, ... then ultimately Z!”
In that article, their first example (how to control a child’s behavior) relies on *probabilities* of A leading to B, then B to C, then C to D, etc. all of which are *likely* to be true. Then as you get further they get more unrealistic, say Q to R, R to S, S to T, etc. Those sequences happen to be *unlikely* outcomes, even if they are still possible.
Their second example (taking the Bible figuratively) relies on the *certainty* (if we are to be consistent) that A would lead to B, then B to C, then C to D, etc.
So is it that slippery slopes are actually NOT fallacies, and indeed are otherwise sound arguments to keep the status quo, when they are either mathematically certain or at least more likely to lead to the another undesirable event?
It is only a slippery slope fallacy when it is *unlikely* that one event would lead to another?
It seems that allows for a lot of gray area and uncertainties, in determining whether a slippery slope criticism is a legitimate criticism or not. Arguments that rely on slippery slopes sometimes are sound and sometimes are fallacious, it depends on the math.