Boolean

Boolean

Boolean

Boolean Operation

Boolean values

Boolean value

This is the first term, second term, third term, fourth term.

This term times that term, plus this term plus this term.

This term to this term to get this term.

So that's this term, this term, and this term.

We have that term, that term, and that term.

This term corresponds to that term.

That term corresponds to that term.

And we can eliminate this term, this term, and this term.

All I did is multiply that term times that term minus this term times that term.

We're just multiplying the corresponding terms, the third term times the third term, the second term times the second term, the first term times the first term.

This term corresponds to that term, right?

It's really that term times that term, minus that term times that term, but the negatives cancel out.

1, 2, 3 So first term, second term, third term, all the way, and this the kth term.

search term

Nth term

Long term.

So I'll do this term, this term and this term right over here.

And then finally that term plus that term add up to that term.

I'm just literally adding this term to that term, to get that term.

So vector addition tells us that this term plus this term plus this term needs to equal that term.

This term and that term are the same.

That term and that term is the same.

This term and this term is the same.

So that term and that term are that.

So this term is positive, this term is positive and that term is positive.

So all of this term, this term, and this term, simplifies to a minus D.

The highest degree term here, there's only one term.

That's that term and that term, we switched colors.

Then of course, that term results in that term.