We both can.

We can hug both.

Or we can use both.

We can both hear. Come here.

We can remain both ambitious and realistic.

We can subtract x from both sides.

We can deflect both of these asteroids.

We can subtract 132 from both sides.

And now we can integrate both sides.

We can subtract 15 from both sides.

We can multiply both sides by 3.

We can divide both sides by 2.

We can divide both sides by 0.45.

Now, we can take the antiderivative of both sides, integrate both sides.

We can do anything we want, because we're both men.

So we can divide both sides by 50.

So we can do it both ways again.

Now we can subtract 7 from both sides,

Now we can subtract 2 from both sides.

Good. We both can admit we're awful people.

And then we can divide both sides by five.

And then we can subtract 8 from both sides.

Now we can multiply both sides of this equation.

What can we do together that benefits us both?

And then we can subtract 15 from both sides.

So we can multiply both of them by n.

And then we can divide both sides by 3.

We both have fed as well, and we can both endure the winter's cold as well as he.

Now we can divide both sides of this equation by 4 so we can isolate the y.

What we can do is we can multiply both sides of this equation times 1,000 over 1,225.

And now we can square both sides of this equation.

We can subtract 49 from both sides of this equation.

We can divide both sides of this inequality by 3.

So here we can just divide both sides by 75.

We can divide both the numerator and denominator by 4.

So we can multiply both sides of this times 49

We can subtract 9m squared from both sides, so we'll subtract 9m squared from both sides.

And we can essentially do the same thing here. If we want to isolate the 3x, we can subtract five from both sides, subtract five from both sides, we get negative twenty one.

So the first thing we can do is we can square both sides and get rid of the radicals.

But maybe we can if we subtract 2 from both sides of this equation.

We can use the both of this we have two equations with two unknowns

That one, you can see that we tagged both off Kerry.

And we can write equilibrium constants for both of these reactions.

Now we can add 2 to both sides of this equation.

We can take the principle root of both sides of that.