Jaden Schaefer
๐ค SpeakerAppearances Over Time
Podcast Appearances
Obviously, the costs of those are higher on an annual basis, though.
I think it gets even bigger.
So for annual AI apps are reaching $30 versus $20 of real lifetime value for their users.
I think if you look at all of this together, basically the data, like the pattern that I see in this is that AI features are going to help apps monetize really quickly.
But sustaining that long term is going to be the challenge and making sure your product is actually useful, delivers on all the promises is harder.
It's totally possible.
But I think there's also a lot of competition.
And even for an app like, you know, chat GPT, for example, that was like the bell of the ball for forever for years, number one, and then all of a sudden Gemini comes out and Claude comes out and they have
kind of some new capabilities and remove reasons why you'd want them.
So I think that we're just going to see a lot of competition and it's going to be an interesting space.
It's no one's, you know, it's not like anyone has this completely cornered.
Okay, switching gears for a second.
I want to talk specifically, speaking of ChatGPT, a new feature that is going to support inside of ChatGPT and inside of the app.
Obviously, we can see that we got to try to make these things more useful for users.
And some of this is the latest thing ChatGPT is doing, obviously, to try to keep their churn down.
So this week ChatGPT has just introduced dynamic visual explanations inside of ChatGPT.
This is basically a feature that is going to let you have make mathematical and scientific concepts a lot more interactive.
So rather than just, you know, getting like some sort of text explanation or maybe like a static diagram, this new feature is going to let you manipulate variables directly and then you can watch equations update in real time inside of ChatGPT.
This is very cool.
So an example of this is like if you were exploring the Pythagorean theorem or something, users could basically, you could go and adjust the sides of a triangle and then immediately you'll see how the hypotenuse is changing.