This bag is both good and inexpensive.

This bag is both good and inexpensive.

This book is both interesting and instructive.

This novel is both interesting and instructive.

This is gonna happen on both sides, both ventricles and the valves shut.

When both this numerator and this denominator are both negative.

So in this situation, this point is on both lines.

This is what we'll return both those values.

like these, and this is both fantastic and essential.

A tan, we were both tan is this true?

Whatever this point is, notice it's on both lines.

Stop moving, both of you. This is Devil's Snare.

This is why both parties pay attention to these states.

This kid lost both parents.

This told us they both have to be negative because this is positive.

It fits both half of this definition, so this problem is an NP.

This might be a coin where heads is on both sides.

It is a mutual game in this way both become powerful.

However, while both of these are okay, so is this one.

So there's this thing that is pulling me in both directions.

This point lies on both lines.

And this one I think is possibly the worst two ladies, both facing the same way, both wearing jeans.

It is in both sets here it is in this green circle and it is in this orange circle.

It is killing you both.

And the beauty of this system is that it benefits both sides.

This image actually is both of those gods sharing the same body.

This is unheard of, both for us the publisher, and the author.

The first is like this, where both hydrogens are on same side and both carbons are on the same side.

Since this is a negative number it tells me that they both have I mean they both can't be positive.

They're both 11 and something else. This is 11 and 5 tenths. This is 11 and 7 tenths.

Both questions could be to this guy.

It's transversing both of this paralel lines.

Subtract 8 from both sides of this.

This equation, subtract 1 from both sides.

They both have this 3x squared shape.

So this is 8t squared plus I'm just dividing both sides of this equation by 2.

This is close, but not enough since they were both seem fairly even.

All we did is we multiplied both sides of this equation by x.

All I did is I added 57 to both sides of this equation.

Mary is both intelligent and kind.

She is paralyzed in both legs.

It is both good and cheap.

Both of their denominators is 36.

What you want to do is just divide both sides by 7 in this case, or divide both sides by the coefficient

The reason this is irrational is that we've given people in both situations the same choice.