The Math Bias That Makes You Misjudge COVID-19
Curiosity Weekly
Warner Bros. Discovery
4.6 • 964 Ratings
🗓️ 24 September 2020
⏱️ 13 minutes
🧾️ Download transcript
Summary
Learn how the mathematical mistake of exponential growth bias makes people underestimate the spread of COVID-19, how crocodiles have survived since the dinosaurs, and how puns activate both sides of the brain.
"Exponential growth bias" can make people underestimate COVID-19 by Steffie Drucker
- Robson, D. (2020). Exponential growth bias: The numerical error behind Covid-19. BBC.Com. https://www.bbc.com/future/article/20200812-exponential-growth-bias-the-numerical-error-behind-covid-19
- Shlomo Benartzi. (2019, June 17). If You Don’t Save Enough, Perhaps You Have ‘Exponential Growth Bias.’ WSJ; The Wall Street Journal. https://www.wsj.com/articles/if-you-dont-save-enough-perhaps-you-have-exponential-growth-bias-11560737101
- Dispatch 1: Numbers | Radiolab | WNYC Studios. (2020). WNYC Studios. https://www.wnycstudios.org/podcasts/radiolab/articles/dispatch-numbers
- Lammers, J., Crusius, J., & Gast, A. (2020). Correcting misperceptions of exponential coronavirus growth increases support for social distancing. Proceedings of the National Academy of Sciences, 117(28), 16264–16266. https://doi.org/10.1073/pnas.2006048117
- Banerjee, R., Bhattacharya, J., & Majumdar, P. (2020). Exponential-growth prediction bias and compliance with safety measures in the times of COVID-19. ArXiv.Org. https://arxiv.org/abs/2005.01273
Crocodiles Are Prehistoric Monsters Who Survived The Dinosaur's Extinction by Reuben Westmaas
- Pappas, S. (2017, July 5). Super Croc with T. Rex Teeth May Have Chowed Down on Dinosaurs. Livescience.Com; Live Science. https://www.livescience.com/59697-super-croc-with-t-rex-teeth-ate-dinosaurs.html
- Osborne, H. (2017, July 4). Ancient Giant “Ghost” Crocodile With T-Rex-Sized Teeth Discovered in Madagascar. Newsweek; Newsweek. https://www.newsweek.com/ancient-giant-crocodie-t-rex-teeth-madagascar-631590
- Nova. (1998, April 28). The Extraordinary Lives of Crocs. Pbs.Org; Nova. https://www.pbs.org/wgbh/nova/article/extraordinary-lives-of-crocs/
“Getting” Puns Means Both Sides of Your Brain Are Working Together by Reuben Westmaas
- Original episode: https://www.curiositydaily.com/nasa-cryosleep-chambers-your-brain-on-puns-why-red/
Subscribe to Curiosity Daily to learn something new every day with Ashley Hamer and Natalia Reagan (filling in for Cody Gough). You can also listen to our podcast as part of your Alexa Flash Briefing; Amazon smart speakers users, click/tap “enable” here: https://www.amazon.com/Curiosity-com-Curiosity-Daily-from/dp/B07CP17DJY
Find episode transcript here: https://curiosity-daily-4e53644e.simplecast.com/episodes/the-math-bias-that-makes-you-misjudge-covid-19
Hosted on Acast. See acast.com/privacy for more information.
Transcript
Click on a timestamp to play from that location
| 0:00.0 | Hi, you're about to get smarter in just a few minutes with Curiosity Daily from |
| 0:04.8 | Curiosity.com. I'm Ashley Hamer. And I'm Natalia Reagan. Today you learn |
| 0:09.4 | how something called the exponential growth bias makes people underestimate the spread of COVID-19, |
| 0:14.7 | how crocodiles have survived since the dinosaurs, and how puns activate both sides of the brain. |
| 0:20.4 | Let's activate some curiosity. |
| 0:22.4 | Ooh! What if I Let's activate some curiosity. |
| 0:23.0 | Ooh. |
| 0:24.0 | What if I told you that understanding math could save lives? |
| 0:29.0 | When it comes to stopping the spread of COVID-19, it's true. |
| 0:33.0 | Coronavirus cases grow in a different way than we're used to seeing things growing. |
| 0:38.0 | And a better understanding of the math at play can lead to more support for things like social distancing and wearing masks. |
| 0:44.8 | The mathematical principle I'm talking about is called exponential growth. |
| 0:49.5 | Here's an example of exponential growth. |
| 0:51.9 | Imagine a bank offered a deal that would double your money every day. |
| 0:55.6 | So you invest one dollar to open an account. How soon would you become a billionaire? |
| 1:01.6 | Five years? Ten years? You may be surprised to learn that the answer |
| 1:05.8 | is 31 days. Just about one month. You're not alone if your guess was totally off. |
| 1:12.8 | In fact, so many people underestimate how quickly the value increases |
| 1:17.2 | that scientists have coined a phrase for it. |
| 1:19.6 | Exponential growth bias. |
| 1:22.4 | Money can feel a little abstract, so let's try another example. |
| 1:26.0 | This one was featured on Radio Lab at the start of the pandemic. |
... |
Please login to see the full transcript.
Disclaimer: The podcast and artwork embedded on this page are from Warner Bros. Discovery, and are the property of its owner and not affiliated with or endorsed by Tapesearch.
Generated transcripts are the property of Warner Bros. Discovery and are distributed freely under the Fair Use doctrine. Transcripts generated by Tapesearch are not guaranteed to be accurate.
Copyright © Tapesearch 2026.

