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

GPT-4o (Omni) math tutoring demo on Khan Academy

2m read
·Nov 10, 2024

Hi, my name is Sal Khan. I'm the founder of Khan Academy, and I'm also the author of a new book about artificial intelligence and education called "Brave New Words." OpenAI invited myself and my son, Imran, here to try out some of their new technology. So we’re curious about how good it might be at tutoring someone in math on Khan Academy.

So let's get it started. It's loading up. All right, make sure I can see our screen, actually, in this form.

Hello there! I'm here with my son, and I'd love you to tutor him on this math problem. But don't give him the answer. You can ask questions and nudge him in the right direction, but I really want to make sure he understands it himself, and he's here in the room, so you can talk to him directly.

Of course, I’d be happy to help! Let’s look at the problem together. Can you first identify which sides of the triangle are the opposite, adjacent, and hypotenuse relative to angle Alpha?

Alright, so I'm pretty sure this is the angle Alpha right here, right?

Correct! Now, looking at the triangle, which side do you think is the hypotenuse?

Um, remember the hypotenuse? I'm not totally sure. I think it might be this one, but I really am not sure.

This side AC?

You're close! Actually, side AC is called the adjacent side to angle Alpha. The hypotenuse is the longest side of a right triangle and is directly opposite the right angle. Can you find which one is the hypotenuse?

Oh, okay, I see. So, um, I think the hypotenuse is this really long side from A to B. Would that be correct?

Exactly! Well done! Now that you've identified the hypotenuse, can you identify which side is the opposite side to angle Alpha?

Okay, well, I mean, you told me earlier that this was the adjacent side, and I know that's the hypotenuse, so I'm guessing that this side BC is the opposite side.

Great! That's absolutely correct! Now that you've identified all the sides relative to angle Alpha, do you remember the formula for finding the sine of an angle in a right triangle?

Yeah, I know that um, the sine is equal to the opposite over the hypotenuse.

Perfect! That's absolutely right. Now, can you apply that formula to find sine Alpha in the triangle using the lengths of the sides that we've identified?

Okay, so, I mean, you told me that the side BC is the opposite side, and then you said that the hypotenuse is the longest side, so that would be this side AB, which is 25. So would the answer be 7 over 25?

Excellent work! That's correct! Sin Alpha equals 7 over 25. You did a great job identifying the sides and using the sine formula. If you have any more questions, feel free to ask.

Teaching Math with Khanmigo
Why Machines That Bend Are Better

More Articles

View All
Organism growth and the environment | Middle school biology | Khan Academy
Hey, have you ever seen this kind of plant before? It’s called a dandelion. If you live in a tropical climate, it might be unfamiliar, but if you live in a more temperate zone, you’ll probably recognize it, as it’s a very common plant. Dandelions make yel…
Irregular plural nouns | foreign plurals | The parts of speech | Grammar | Khan Academy
Hello Garans. Today we’re talking about another kind of irregular plural noun, and that is the foreign plural. Those are words that are borrowed into English from some other language, words like fungus, or cactus, or thesis, or criteria. These words come …
Everything We Don't Know
This is green. This is red. And this is blue. But how can you tell that what you’re seeing as blue is the exact same thing as what I see as blue? We’ve named the colors to give us a way to communicate and reference them, but in reality, there’s no way of …
Introduction to remainders
We’re already somewhat familiar with the idea of division. If I were to say 8 divided by 2, you could think of that as 8 objects: 1, 2, 3, 4, 5, 6, 7, 8. Divided into equal groups of two. So how many equal groups of two could you have? Well, you could hav…
Creativity break: What do you do to get into your creative zone? | Algebra 1 | Khan Academy
Whenever I want to have a salute, come up with a solution to a problem and I don’t have it, my immediate like reaction is to go outside and go on a walk. I love walking in all kinds of weather. It’s kind of, um, it’s just I feel like with the peace and ca…
Worked examples: finite geometric series | High School Math | Khan Academy
So we’re asked to find the sum of the first 50 terms of this series, and you might immediately recognize that it is a geometric series. When we go from one term to the next, what are we doing? Well, we’re multiplying by ( \frac{10}{11} ). To go from 1 to …