This term times that term, plus this term plus this term.

We're just multiplying the corresponding terms, the third term times the third term, the second term times the second term, the first term times the first term.

It's the derivative of the first expression times the second expression plus the derivative of the second expression times the first.

Your derivative of the first term, derivative of x is 1 times the second term plus the derivative of the second term times the first term.

This term to this term to get this term.

That term is that term right there.

This term right there is the same thing as that term right there.

This term is the same thing as this term.

It really is a toss up between this term over here between this term over here and that one

I'm just literally adding this term to that term, to get that term.

The ax cubed term is generated from that term, that term, and that term, being multiplied together. and then the constant term is multiplied by the constant terms to be multiplied together.

Now, if you were to undistribute 2x squared out of the expression, you'd essentially get 2x squared times this term, minus this term, minus this term.

This term is the exact same thing as this term if you just cancel the x minus 8 out, and this term is the exact same thing as this term if you just cancel the x plus 5 out.

And it seems like this term would overpower this term.

And that term has to be the same thing as that term right there.

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So the coefficient on the second term is going to be the exponent on the first term times its coefficient so 10 times 1 divided by the term that it is.

These two statements right here, this statement and this statement are identical.

So, so far I've taken care of that term, that term, and that term.

All the way down to plus this last term times that last term.

It's an extraordinary journey, one that I will now symbolize by embarking upon a journey of my own over to camera 2.

Bon voyage!

Safe journey.

Have a good fly.

A long journey

The silicone trip

Courtesy excursion

Have a good trip....

Goodbye.

A farewell trip?

So on one of these rides,

Right. The business trip...

Pleasant journey.

Happy journey.

Business trip?

Have a good trip.

Good riding!

Pleasant flight.

Forgetting anything? Bon voyage.

Rough trip?

Have a nice trip!

Oh, Cathy, have a good trip.

The words that is conducive to should be inserted before promoting growth and unemployment , as well as the word including afterwards.

We subtract the green expression from the light blue expression and we're left with this.

Now this expression is equal to this other expression.