yego.me
💡 Stop wasting time. Read Youtube instead of watch. Download Chrome Extension

The Physics Of Basketball | StarTalk


2m read
·Nov 11, 2024

We're exploring the physics of basketball, featuring my interview with NBA All-Star Kareem Abdul-Jabbar.

Check it out. A rebound—in basketball, you have to get a sense of how the thing is going to bounce before the thing makes that bounce so that you can be in the right place at the right time.

What's going through your head when you—how many rebounds? Was it a billion? I think 17,000. 17,000 rebounds. The angle in equals the angle out. So if a shot comes from this angle at the basket, the probability is it's going to take the same angle coming off the other side.

By the way, that's a law. That's a law of optics. The angle of incidence equals the angle of reflection. Right, and it's like a mirror. So you have to understand the angle it's going to come off and then the distance from the rim and backboard that you need to be at to have the optimum opportunity to collect the rebound.

Plus, 101-inch wingspan. [laughs] Well, it helps, but the ability to anticipate is—so we can spend 10 minutes you telling me, I calculate the angle, but then really, I just reach out and grab the ball. No.

There's some people that just stand there. You've got to move. So you were particularly potent because you basically combined your 100-inch wingspan with the knowledge of angle of incidence and angle of reflection.

Right, and what we call hops. What we call hops. Chuck, what are hops? That's a new word for me. In my day, I don't know that I used that word, hops. Hops is—that's your vertical.

  • Vertical? - Yeah, basically. Hang time? Vertical? Yeah, yo. Bro got hops. Like, yeah, you can get up. That's when you play above the rim. You get hops, you know?

He just told me a little bit about his game. Ooh. You weren't a leaper. No. No. I just—where I grew up, we didn't have that word. We didn't use that word. Yeah, that's called dis. But I could jump.

All right. No. I could dunk the ball in ninth grade. So you had hops. That's all there is to it.

  • Yeah. So you know—I did not have hops. [laughs]

More Articles

View All
Continental Drift 101 | National Geographic
Talk about the ultimate breakup. Europe and Africa have been splitting apart from the American continents for millions of years at a rate of approximately 2.5 cm per year. The continents are moving about as fast as our fingernails grow. As they continue t…
The Uncertainty Principle | Genius
[bell] Ernst, my good man. Ah. Two tins of the usual, professor? Indeed. And I would like you to meet my good friend, and thorn in my scientific side, Dr. Niels Bohr. Hello. An honor to meet you, sir. Ernst, are you familiar with Heisenberg’s uncertainty…
How I got on Million Dollar Listing Los Angeles...Twice
What’s up, you guys? It’s Graham here. So definitely do yourself a favor of watching this video. From probably everything I’ve done, this has had the biggest impact on me. So much so that I don’t think I would have started this YouTube channel if it wasn’…
Freedom of Choice - Mind Field (Ep 5)
[pleasant music] - [sniffing] Ah, nothing like bacon and eggs in the morning. It’s a hearty meal that holds you together for the whole day. It’s a combination so obvious that it’s been around for as long as both foods existed. Humans naturally loved these…
Proof of the tangent angle sum and difference identities
In this video, I’m going to assume that you already know a few things, and we’ve covered this. We’ve proved this in other videos that sine of x plus y is equal to sine of x cosine y plus, and then you swap the cosines and the sines: cosine of x sine y. T…
Worked example: p-series | Series | AP Calculus BC | Khan Academy
So we have an infinite series here: one plus one over two to the fifth plus one over three to the fifth, and we just keep on going forever. We could write this as the sum from n equals one to infinity of 1 over n to the 5th power, 1 over n to the 5th powe…