The HIDDEN Assumption in Triangles - A #Shorts Journey Into Curved Geometry 🤯

👉 For a full version, check out my channel!

Did you know that the sum of the inner angles of a triangle isn't always 180 degrees? 🔺 This might seem contrary to everything you've learned, but let me show you a surprising truth about geometry on curved surfaces!

In this #Shorts video, we debunk the common misconception that the sum of the angles of a triangle is universally 180 degrees. This is true, but only when we are drawing on flat surfaces. Things change when we venture onto curved surfaces like spheres. 🌍 In fact, a triangle drawn on a sphere can have inner angles summing up to 270 degrees!

As much as this is a lesson about geometry, it's also a reminder in life and in mathematics to always question hidden assumptions!

If you enjoyed this little journey into curved geometry, make sure to check out more videos on my channel where we delve even deeper into topics like the curvature of space-time. 🔭

Don't forget to like, comment, share, and subscribe!
#geometry #curvature #triangle #maths #mathematics #physics #spacetime #euclidean

[chocolateneko]

Euclidean vs Hyperbolic geometry.

The axioms will be different and things like the Parrelel Postulate are rejected.

Cool video!

[ender_paul]

Imma gues without watching the short, its the assumption that you are drawing in a flat dimension since, this isnt the case in non euclidean geom, in hyperbolic and spherical geom for example

[wryltxw]

And is traveling on a sphere the shortest distance between two points?

[marcelob.]

I'm not getting notifications by Youtube about Shorts.