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

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

look at the situation where a is equal to 1.

Both of you lose.

A common theme underlies both perspectives.

So you do want to give him a chance in life, and have him raised in a Catholic family with a mother and father.

This is the exact sum, just in the reverse order.

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

So let's do both situations.

So that coordinate pair, or that x, y pair, must satisfy both equations.

The son acquiesced in his parents' wishes.

All my best wishes.

Sal Let's check our answer.

Let me do that.

May all your wishes come true!

Yeah, I'm not talking about lust either, ladies.

One is via this path over here, and one is via this path over here.

Anywhere where there is a 0 and 1, and a 0 and the other, it's going to be 0.

And I could isolate the y on either the left side or the right side of the equation.

Anything you want, Kenny Powers.

What do you have to do? Put in a mixture of the two.

We all hope for peace.

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.

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

There is still hope.

And that is also an aspect that must not be dismissed it is there, it is part of this play.

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

I hope your wish will come true.

I hope your wishes will come true.

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

Welcome to our happy home. I hope you

We're doing this case right here.

What do you want?

You're actually doing an extra step here.

You'll do.

Do you want me to take?

You immediately see 6 and 4 are both divisible by 2, so let's divide them both by 2.

So what does that do for us?

The first way is, I think, on some level, the simpler way.

And I did that for a reason because now I'm going to add both sides of this equation.

So I want you to take a millisecond right now and think about what you want.

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

So, what can we do now?

It was sloping up much, much, much faster.

What do all those people want or need?