We write we want to write the 12.

We still write.

How would we write this?

We took a write down.

We could actually write that.

So we can write that x let me write that down.

Now we can write the way we talk.

We learn to read and write.

So we could write 3.457 3.457

Now we didn't write this app.

We can write fifteen as 1.5.

We can just not write that.

And so we could write this.

So we write a (from1) here.

We could write it 4x squared.

We could write that as 5.5.

We want to write eighteen down.

How do we write this mathematically?

We write out the keyword function.

And the way that we write that, we would just write 394 is less than 397.

When we write a novel, we exercise our imagination.

We had to write off the debt.

Or maybe we should write this way.

We must forbid them to write it.

So we only write the two once.

So we would write it like this.

So we write the x coordinate first.

So we write our eight down there.

We could also write it like this.

We could write it 7 dot 5.

We already saw the selling price let me write, just write it this way.

We saw that any program that we could write as a recursive procedure we could also write as a while loop.

We did not consult. We did not write a report.

The area is equal to (let me write this down)... We have (let me write it down)... We have

So we could also write... ...we could also write 12... 12 groups and in each 1, I have 1.

We could also write this, if we want to write it in this type of notation, as 3 5.

We disputed for hours about what to write.

Sir, do we have to write in ink?

How would we write this in this notation?

We could also write it the other way.

We could write 397 is greater than 394.

We could write that condition many different ways.

Or we could write this in interval notation.

So now we can write our original problem.

Vector Machine, we actually write things slightly differently.