Leo+DadMade for Leo
Application of Models
Rung 1 of 3 · Discover

Where the Predictions Come From

You know what a model is. Now let's see the one job it's actually for — calling a result before it happens, then checking whether it was right.

NESA SC4-DA1-01 Models that predict

Play Set how much you water the bean, let the model predict its height, then reveal the real plant and see how close the guess landed.
🎧
Audio WalkthroughDad & Leo, Two Minutes — Coming Soon
Video ExplainerComing Soon

A model is only worth keeping if it can do one thing: make a prediction you can test. You feed in the situation, the model tells you what should happen, and then — this is the important bit — you go and measure what actually happens, and compare.

Calling the Result Before It Lands

Think about a weather model. Nobody cares that it can describe yesterday's rain — yesterday already happened, you were there. What makes it useful is that it says “78% chance of rain on Saturday” before Saturday, and then Saturday rolls around and you find out whether it was right. A prediction is a model sticking its neck out. The test is reality calling its bluff.

Say it plainly: a model's job is to predict, not just describe. The pattern is always: use the model to guess what should happen → collect the real data → compare. Close guess, decent model. Way off, back to the drawing board.

Predict, Then Check

Here's the move in the toy. You've got a bean plant. You decide how much water it gets each day, and a little growth model predicts how tall it'll be after a fortnight — more water, taller plant, up to a point. The model draws its predicted plant. Then you reveal the actual measured plant that got that much water. Sometimes the model nails it. Sometimes the real plant is a bit shorter, because real beans have their own ideas. Either way, you can now see the gap between prediction and reality — and that gap is the most useful number in the whole topic.

Notice you didn't just trust the model because it looked clever. You made it commit to a number, then held it up against the real measurement. That's the difference between a model that's decoration and a model that earns its keep: a real one risks being wrong, out loud, every time you use it.

Us, Thinking Out Loud

Why is a model that can only describe the past less useful than one that predicts the future?

When the model's guess and the real plant don't match, whose “fault” is it — the model, or the bean?