The “Either/Or” Fallacy in Golf Instruction
The Sweet Spot - Golf Podcast
Adam Young/Jon Sherman
4.8 • 813 Ratings
🗓️ 16 March 2026
⏱️ 92 minutes
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| 0:00.0 | I know all of you are trying to figure out ways to swing faster and protect your body. |
| 0:04.9 | Recently, we had Chris Finn from par for success on the show to help with this process. |
| 0:09.7 | They've got one of the top golf fitness practices that specialize in physical therapy and performance. |
| 0:14.9 | Chris offered our listeners a free physical assessment that was so popular that we are now |
| 0:19.6 | extending the offer. It's a quick five-minute |
| 0:21.6 | test to see how you compare to other golfers your age and more importantly see what kind of physical |
| 0:26.5 | profile you have. Are you the ticking time bomb, a balanced golfer, or even one that has a lot of |
| 0:32.5 | swing speed potential? Adam and myself are now working directly with the par four success team and have specific workouts to help us with our body profiles. So if you are interested in taking the assessment, once again, it is totally free. You can go to parfor success.com forward slash sweet spot. Once again, that's par the number four success.com forward slash sweet spot. |
| 0:56.9 | Welcome back to another episode of the sweet spot. |
| 0:59.6 | This is John Sherman from the four foundations of golf. |
| 1:02.2 | And as always, I'm joined by. |
| 1:04.2 | Adam from Adam Young Golf. |
| 1:06.0 | So before we hit record, this is what you and I do. |
| 1:08.5 | We kind of brainstorm the topics we're potentially bringing |
| 1:12.3 | and you posed a topic that I was not actually bringing to this episode, but it's one I was still |
| 1:18.4 | working on at the same time. So I guess we both have similar things to discuss and explore today. |
| 1:25.4 | So what is that? I'll let you T.S. off here. |
| 1:28.6 | What's on your mind? |
| 1:30.0 | It's on the logical fallacies topic called false dichotomies, |
| 1:34.6 | the idea that if you think one thing, |
| 1:37.6 | that automatically the opposite is not true. |
| 1:41.0 | Say, for example, it usually follows this structure. So I might say, hey, X has some |
... |
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