Maybe I'll circle that one, I could have circled that one.

Do they both understand Japanese?

You both have a pleasant day too.

They both have one 5 that's one 5, one 5.

So they both deserve at least a price to earnings of 10.

Now, what if I were to ask you, is there an x and y pair that satisfies both of these equations?

The date on top is later than the date on the bottom. Please re enter the dates, so that the top date will be earlier than the bottom date.

Chance, the flip of the coin, doesn't get the choice of one direction or the other.

And so we have 2y times 2y minus 3, plus 5 times 2y minus 3.

They'll say 'No, you can't go that way.' They're gonna close up. They won't allow blood to go that way.

We have x squared on both sides of this, we subtract x squared from both sides of the equation.

Or you could say if x is great well, you could go both ways in that.

The date on the left is later than the date on the right. Please re enter the dates, so that the left side date will be earlier than the right side date.

On the rest of this page, there are text boxes for the time, long date, and short date, in which you can type format strings to control the way in which times and dates are displayed.

Well, you look at it here, it's going to be this point.

Invalid date entered.

Sal Let's check our answer.

You'll probably notice some similarities but also some differences.

Okay, so then we'll have our date column for the link, and this probably has a type of date.

The absolute value of negative 11 is 11, so we get 11 is equal to 11, so they BOTH work.

In total for this model there is 11 different words.

And I want to do that because I saw this b minus k out there so that looked interesting to get it on both terms right there.

So because this expression is negative and we want to get back to this expression, we want to get back to this x minus 1, we need to take the negative square root of both sides.

We want the right side to just be x minus 1.

If you have magnetic fields, you don't go anywhere.

Let me do that.

And if we just look at this by inspection we see, well, they both share one, but that's nothing special.

(Applause) For the second demo,

So we have two mixed numbers here, and like when you're adding mixed numbers, you can do it two ways.

So that the value does not change.

There's something to cancel out.

And the top two problems, this one right here both 1s are positive.

This isn't any kind of fancy factoring.

So one way to solve these systems of equations is to graph both lines, both equations, and then look at their intersection.

Now that seems a little bit nonsensical.

So that would be 3x squared plus 1.

There's no way that I can have remember there's an and here.

Rational is not a subset of irrational, they are exclusive.

Five symmetries and then of course the zeroth symmetry where I just pick it up and leave it where it is.

I'd like to say a few final words about supervised versus unsupervised learning.

Luke richards.And the text there... what does that say?

Somebody said we are super poor, and we are also super power.

The first equation is x 2y 13, second equation is 3x y 11, Inorder for 1,7 for solution for the system it needs to satisfy both equations. x 1 and y 7, need to satisfy both equations to be a solution.

like this, you have to make them have the same denominator.

This is live transmission. We have GPS's in all of our trucks.