When ordering a pizza at a restaurant you are told that they do not have the dough for the 16" but would substitute it for two 8" pizzas, would you take the deal?
Wait, hold up where is the computer.
Discussion
I actually know to always take the larger pizza because that's a pattern.
Don't ask me to tell you the circumference of the 🍕 tho.
I'll take the big one with the centimeters. An oven spaghetti too 😁
16" is either the diameter or radius, and if you have 2 halves, they still fit inside the whole circle. And if they fit inside the whole circle they won't exceed its boundaries. But the whole circle will always have areas that the 2 smaller circles won't cover, making it bigger than the 2 combined.
think about yin and yang, basically 2 circles next to eachother, both having a diameter that is half the size of the big circle they find themselves in. But you can see that the 2 circles don't cover the whole surface of the big circle.
Correct. The area is always smaller for the 2 despite the combined diameters being equal.
Are you interested in the behavior of light?
Like, the wave-particle duality and how this affects it's presence and behaviour within spacetime?