Satisfy

6 would satisfy it, 10 would satisfy it, 100 would satisfy it.

But even that wouldn't satisfy him.

Satisfy... satisfy this event, or are associated, with this event.

that will neither nourish nor satisfy their hunger.

There weren't x's that satisfy these two constraints.

Any numbers that satisfy this equation, are roots.

So let's just write some numbers that satisfy.

These are the x's that satisfy this equation.

That'll satisfy this equation.

Or you could say, well, these 5 32 are the only outcomes that don't satisfy that do not satisfy this condition.

And there are x's that satisfy these two constraints.

Now what are the outcomes that satisfy our conditions?

You cannot find a y that will satisfy this.

So both of these satisfy that equation up there.

So there's clearly a lot of x's that will satisfy that.

So this would satisfy this equation, but it would not satisfy this equation.

The result will satisfy him.

You couldn't satisfy this guy.

And 6 of them satisfy.

just to satisfy some curiosity.

May his death satisfy you.

So let's find all of the x's that satisfy this.

So that point represents Abby's and Ben's earnings that satisfy both constraints.

But not anything that satisfies this one is going to satisfy that one.

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

His explanation that a solution would take time didn't satisfy anyone.

And you can actually verify that these satisfy our original equation.

And any x that is less than 40 will satisfy this.

So here there is a lot more circumstances that satisfy it.

There's no x in the universe that can satisfy this equation.

It is difficult to satisfy everyone.

which neither sustains, nor satisfy hunger.

How much did you satisfy B?

Three of them satisfy your conditions.

So it does satisfy the equations.

Your explanation does not satisfy me!

You shall satisfy the Cauldron's hunger.

Counting the number of events that satisfy, over all the possible events

So that's essentially the set of the x's that satisfy this equation.

So something that meets both of these constraints will satisfy the equation.

So let's see if we can satisfy that a little bit more.

But also, if you got 2 heads that would satisfy it because you didn't get exactly 1 head, So this would also satisfy it.

Our policy is to satisfy our customers.

which will neither nourish nor satisfy hunger.