Treadmill vs. Real Hill: Which is harder to run
Click the link https://www.kiwico.com/stevemould and use the code STEVEMOULD to get 50% of your first month at KiwiCo. Thanks to Galilean relativity it should be just as hard to run on an inclined treadmill as it is to run on a hill of the same incline. But you don't gain gravitational potential energy on a treadmill, so can it really be true? You can buy my books here: https://stevemould.com/books You can support me on Patreon and get access to the exclusive Discord: / stevemould Twitter: / moulds Instagram: / stevemouldscience Facebook: / stevemouldscience TikTok: https://www.tiktok.com/stevemould Buy nerdy maths things: http://mathsgear.co.uk 0:00 Introduction 2:50 Building the vehicle 3:28 Components of the car 4:41 Galilean relativity 5:55 Train analogy 9:42 Infinite ladder analogy 11:22 Ladder experiment 14:30 What about energy?! 15:15 Leg muscles 15:52 The experiment 17:56 The data 18:31 Flat Earth parody 21:07 Analysing the data 25:37 Sponsor message

We should use this amazing mechanism that's inside a grasshopper leg

World Record Chain Fountain? The Mould Effect Explained

Why is this task so difficult for machines?

The Most Controversial Idea In Math

The Lever Paradox

I weighed an airplane... while it was flying!

The "Impossible Torpedo" was real

This weird metal is insanely bouncy

I Tried to Make a Better Fan

The Liquid Hammer Toy You Can't Buy

Why Roads Get Washboards

It Took Me 30 Years to Solve this VFX Problem

The Unsolved Mystery of Impact Flashes - Smarter Every Day 307

This Rod Fountain Finally Proves Me Right

The Planets Are Weirdly In Sync

How are holograms possible?

The Tiny Donut That Proved We Still Don't Understand Magnetism

Surely it Breaks The 2nd Law

Google Maps is unreasonably fast. Let me explain

