204: Antisemitism and Affirming the Consequent
Plodcast
Canon Press
4.8 • 1K Ratings
🗓️ 25 August 2021
⏱️ 15 minutes
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| 0:00.0 | Welcome to Douglas Wilson's The Plodcast, presented by Canon Press. |
| 0:07.0 | Yeah. Yes, God, God, God don't never. |
| 0:21.4 | So welcome to the Plod plodcast this is episode 204 episode 204 |
| 0:26.8 | what I'd like to talk about here initially is anti-Semitism and affirming the consequent. |
| 0:34.0 | Anti-Semitism and affirming the consequent. |
| 0:38.0 | I've written a few times about anti-Semitism, I've written a few times about Jews and the people who have a conspiracy take about |
| 0:46.9 | the Jews and people who are hostile to Jews and then they're of course Christian Zionists usually found among dispensationalists |
| 0:55.8 | who are fans of Israel no matter what and so there's a wide array of views on |
| 1:02.4 | this opinion and these opinions are all of them strongly held. |
| 1:08.3 | So I've written about anti-Semitism in the past and I've noticed something about a few of the reactions which where the |
| 1:18.4 | affirming the consequent comes in so let me explain what affirming the consequent is first. |
| 1:25.0 | Affirming the consequent, in a hypothetical syllogism and logic, if I say something like |
| 1:31.2 | if P then Q. |
| 1:33.0 | Okay? If I study, then I will get an A. |
| 1:37.0 | Okay? If I study, then I will get an A. |
| 1:40.0 | If you affirm the consequent, Q, I got an A, and then conclude P, therefore I must have studied. |
| 1:48.0 | That is a fallacy, and it's the fallacy of affirming the consequent. It's the fallacy of affirming the consequent. |
| 1:53.0 | It's the fallacy of affirming the consequent. |
| 1:55.0 | Here's a better example. |
| 1:57.0 | If this is a dog, it will have four legs. |
| 2:01.0 | If this is a dog, it will have four legs. If this is a dog, it will have four legs. This animal here has four legs. |
| 2:07.2 | Therefore, it's a dog. Well, you can see right off that it could be a cat, could be a moose, could be a cow, could be any number of |
... |
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