yego.me
💡 Stop wasting time. Read Youtube instead of watch. Download Chrome Extension

“Beyond a Reasonable Doubt”: How Juries Get It Wrong | Richard Dawkins | Big Think


2m read
·Nov 3, 2024

Processing might take a few minutes. Refresh later.

In Science in the Soul, I have a chapter on reasonable doubt, and it’s about, of course, the phrase. “Reasonable doubt” comes up in courts of law where juries are told that they must convict somebody, say a murder, only if it’s beyond reasonable doubt that they are guilty. And that sounds all very good; it should be beyond reasonable doubt.

But when you think about the fact that—I think about courtroom dramas, which are so popular on television, for example, and I suspect that this accurately portrays something like what goes on in real courtrooms. I’ve certainly been on three juries myself; there is a note of suspense in the court when the jury comes back. Which way will it go? Will it be guilty or not guilty? And then if they say “not guilty,” certain people heave a great sigh of relief. If they say guilty, other people do.

So there is a lot of doubt in the courtroom among people who have sat through the entire trial—the judge, for example, the lawyers, the audience who sat through the entire trial, as the jury has. So if the jury comes in and brings in a verdict that is beyond reasonable doubt, everybody in the court should know that. If it’s beyond reasonable doubt, there can be no doubt at which way the jury will jump.

And yet when the jury does give their verdict, how can that be if it’s beyond reasonable doubt? Imagine the following experiment: suppose that you had two juries listening to the same evidence, and the two juries are not allowed to talk to each other. They're sent off into separate jury rooms, and they come up with their own separate verdicts. Who would bet on the juries coming back with the same verdict every single time? Virtually nobody would.

If you think about the O.J. Simpson trial, for example, would anybody bet on another jury coming up with the same verdict? And yet unless you can bet, unless you can say “yes, they would come up with the same verdict,” you cannot really take the phrase beyond reasonable doubt seriously. Now I'm not suggesting that we should have two juries in every trial; I'm just pointing out that the phrase beyond reasonable doubt doesn't actually mean what it says.

More Articles

View All
One Final Shot: 15 Opportunities That Are Going Away Soon
You have all the time in the world until your world suddenly doesn’t have much time left. This year might be your last chance, so here are 15 things you’ve got one last chance to do. First up, change career fields. We seem to be at a breaking point here.…
Why I told one woman to leave her husband & make millions | Ask Mr. Wonderful #17 Kevin O'Leary
[Music] Everybody tell you what I do about music on all my social media. One of the big problems is rights; music rights. So you don’t want to rip anybody’s music off. That’s so uncool and often acquiring rights takes a long time. So if you’re ripping out…
Journey Inside Chernobyl’s Exclusion Zone | Short Film Showcase
When we first walked into that room, the first thing that we picked up was the sound of dripping water. You can see it first dripping from the ceiling; large puddles accumulated on the floor. There’s a sense of fear that comes from that because they tell …
I FOUND THE 5 WORST CREDIT CARDS EVER...(AVOID THESE!)
[Music] What’s up you guys, it’s Graham here! So buckle your seatbelts, ladies and gentlemen. I hope you’re sitting down for this one. You know, on this channel we’ve talked about the best credit cards to get free stuff, the best credit cards for free tra…
Wild Life | Official Trailer | National Geographic
In the very beginning, Doug and I were living in the middle of this paradise, and we said it would be incredible to save this place, just save it. Doug and Chris, you would see them together, and it was like teenage kids; he was very charming. I thought, …
Analyzing structure with linear inequalities: fruits | High School Math | Khan Academy
Shantanu bought more apples than bananas, and he bought more bananas than cantaloupes. Let A represent the number of apples Shantanu bought, let B represent the number of bananas, and let C represent the number of cantaloupes. Let’s compare the expressio…