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Innehåll tillhandahållet av Matt Parker, Bec Hill, Matt Parker, and Bec Hill. Allt poddinnehåll inklusive avsnitt, grafik och podcastbeskrivningar laddas upp och tillhandahålls direkt av Matt Parker, Bec Hill, Matt Parker, and Bec Hill eller deras podcastplattformspartner. Om du tror att någon använder ditt upphovsrättsskyddade verk utan din tillåtelse kan du följa processen som beskrivs här https://sv.player.fm/legal.
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088 = Tired Tires and Curvy Cubes

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Manage episode 426584848 series 2577577
Innehåll tillhandahållet av Matt Parker, Bec Hill, Matt Parker, and Bec Hill. Allt poddinnehåll inklusive avsnitt, grafik och podcastbeskrivningar laddas upp och tillhandahålls direkt av Matt Parker, Bec Hill, Matt Parker, and Bec Hill eller deras podcastplattformspartner. Om du tror att någon använder ditt upphovsrättsskyddade verk utan din tillåtelse kan du följa processen som beskrivs här https://sv.player.fm/legal.

🚘 What happens when tires get tired?

🧊 What is the equation for the curve on a spinning Ruibik’s cube?

📜 And there’s some pin related AOB!

Find out more about the counting crows here: https://www.science.org/doi/10.1126/science.adl0984

You can hear Bec on Ali Plumb’s podcast ‘Screen Time’ here: https://www.bbc.co.uk/programmes/p02r4zfx/episodes/downloads

If you want to learn more about the EMF Festival, follow this link: https://www.emfcamp.org/

To read ‘Where the tire meets the road: Emerging environmental impacts of tire wear particles and their chemical cocktails’, go here: https://doi.org/10.1016/j.scitotenv.2024.171153

For more information on the cones, ruled surfaces, hyperbolic paraboloids and more, have a look at the links below!

You can see some nice hyperboloid structures here: https://en.wikipedia.org/wiki/Hyperboloid#Hyperboloid_structures

As always, send your problems and solutions to our website: www.aproblemsquared.com.

And, if you want more from A Problem Squared, you can also find us on Twitter, Instagram, Discord and on Patreon.

  continue reading

99 episoder

Artwork

088 = Tired Tires and Curvy Cubes

A Problem Squared

352 subscribers

published

iconDela
 
Manage episode 426584848 series 2577577
Innehåll tillhandahållet av Matt Parker, Bec Hill, Matt Parker, and Bec Hill. Allt poddinnehåll inklusive avsnitt, grafik och podcastbeskrivningar laddas upp och tillhandahålls direkt av Matt Parker, Bec Hill, Matt Parker, and Bec Hill eller deras podcastplattformspartner. Om du tror att någon använder ditt upphovsrättsskyddade verk utan din tillåtelse kan du följa processen som beskrivs här https://sv.player.fm/legal.

🚘 What happens when tires get tired?

🧊 What is the equation for the curve on a spinning Ruibik’s cube?

📜 And there’s some pin related AOB!

Find out more about the counting crows here: https://www.science.org/doi/10.1126/science.adl0984

You can hear Bec on Ali Plumb’s podcast ‘Screen Time’ here: https://www.bbc.co.uk/programmes/p02r4zfx/episodes/downloads

If you want to learn more about the EMF Festival, follow this link: https://www.emfcamp.org/

To read ‘Where the tire meets the road: Emerging environmental impacts of tire wear particles and their chemical cocktails’, go here: https://doi.org/10.1016/j.scitotenv.2024.171153

For more information on the cones, ruled surfaces, hyperbolic paraboloids and more, have a look at the links below!

You can see some nice hyperboloid structures here: https://en.wikipedia.org/wiki/Hyperboloid#Hyperboloid_structures

As always, send your problems and solutions to our website: www.aproblemsquared.com.

And, if you want more from A Problem Squared, you can also find us on Twitter, Instagram, Discord and on Patreon.

  continue reading

99 episoder

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