Jamming with Astronaut Chris Hadfield

less than 1m read

·Nov 7, 2024

Can I just ask you a question? Because we saw your guitar floating around in space there. What happened to that guitar? Where is it? Because that is a remarkable and unique guitar. It's a Canadian guitar made by Larry Vay by John Larry Veo in Vancouver.

I was really pleased to find it on board the space station. It had been up there since 2001. It has had 70,000 world tours! That guitar has been around the world seventy thousand times.

That your guitar, is it still up? No, it belongs to the space station and it's been up there, and it's still up there now. It is part of our psychological support, and it stays up on station for all the guitar astronaut musicians.

Well, we knew that both you and Kevin are guitar enthusiasts, so we asked you to bring your guitar. And Kevin has his here, and we're hoping that... Right, alright, let us through to the commercial.

We're back with more of the show, but for now, we want to listen to something. And I want to hear you say something: The food is monotonous, there's nothing to drink, and chicks don't come here. What? You sit there, but I fire the rockets.

That is a blast! Throw out the dishes, and I never cut the grass 'cause I'm here, I'm on top. Tired taking the time, get back; got the world on a string. It's people.

Know your product.

How the Kushites Took Over Egypt | Flooded Tombs of the Nile

View All

Representing systems of equations with matrices | Matrices | Precalculus | Khan Academy

I’m a big fan of looking at the same problem in different ways or different ways to conceptualize them. For example, if I had a system of three equations with three unknowns, let me just make one up: Three x minus two y minus z is equal to negative one. …

Worked example: alternating series | Series | AP Calculus BC | Khan Academy

What are all positive values of P such that the series converges? So let’s see, we have the sum from n equal 1 to infinity of ((-1)^{n + 1} \frac{p}{6^{n}}). There’s a couple of things that might jump out at you. This ((-1)^{n + 1}) as (n) goes from 1 t…

What the Apollo Missions Meant | APOLLO - Missions to the Moon

NARRATOR: The moon is a necessary first step for exploration of the planets. To fly them there and return them safely in this decade is the goal of NASA’s project Apollo. The early missions of Mercury and the experience from Gemini have brought this count…

The Gilded Age part 2 | The Gilded Age (1865-1898) | US History | Khan Academy

So, we were talking about the wealth inequality that characterized the Gilded Age, but you were telling me that that’s not the only thing, Kim, that characterizes this period. Right? What really makes the Gilded Age happen is what we call the Second Indus…

Natural selection and adaptation | Mechanisms of evolution | High school biology | Khan Academy

Hi everybody, Dr. Sammy here, your friendly neighborhood entomologist, and I was hoping that we could take a few minutes to talk about adaptation. What comes to mind when you think about adaptation? You might think of cryptic morphology that helps organi…

Negative definite integrals | Integration and accumulation of change | AP Calculus AB | Khan Academy

We’ve already thought about what a definite integral means. If I’m taking the definite integral from ( a ) to ( b ) of ( f(x) \, dx ), I can just view that as the area below my function ( f ). So, if this is my y-axis, this is my x-axis, and ( y ) is equ…

Jamming with Astronaut Chris Hadfield

More Articles