Well. Exceptionally well.

Well, fine means what it means, yeah.

Does it matter?

Next problem, problem 20.

And a response is 50 percent shrinkage.

It's as if it was reflected in the line through Y.

But we don't have a technology to solve that, right?

5, 6, 7, 8, times this matrix and

We're going to do this nine times, one, two, three, four, five, six, seven, eight, and nine.

What about coloring a graph with four colors if its a planar graph.

How do we do this? It's very helpful to think about reconstruction as the inverse problem of computer graphics.

OK, this is one of those where we have to pinpoint the incorrect step.

And then we have 28 to pick from.

But they aren't two separate hands, so order doesn't matter.

I don't want to give too much of a plug for other videos, but let's see what they want to do.

And that's choice B.

So it's choice B.

Listen, we've got a problem, a DEA problem.

We should probably be able to make a deal here.

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I thank your Majesty. Then there is no more to be done in the matter.

(chuckles) A hiccup.

Problem?

Is there a problem? Yes.

A problem?

Now that we've seen that as we take i to higher and higher powers it cycles between 1, i, negative 1, negative i, then back to 1, i, negative 1 and negative i.

But we know and we've gone over this before that we don't care about the order.

Any possible 3 coloring, corresponds to the truth assignment.

And they were trying to understand what the problems were and so they were able to articulate all the key pieces and kind of rank them by priority.

Or do I have something wrong with the equipment?

Yeah, we got a problem.

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That's how many he sells in three days.

So this is the choice B.

So the sailboat was rented for 4 days.

So step 2 is when they made their first error.

The other ones are some multiples of that length.

Perfect, let's board mid point and then split up.