If one of the binomials is 3x squared minus 2x, what is the other binomial?

This is the mystery binomial.

So a binomial is just a polynomial with two terms.

Now let's isolate this squared binomial on the left hand side.

So let's say my binomial is Ax squared plus Bx.

One in particular, the binomial formula works for your binomial coefficients, which I'm not going to go over right here, when 0 to the zeroth power is equal to 1.

They say the sum of two binomial let me copy this one.

The sum of two binomials is 5x squared minus 6x.

And now we just multiply both binomials, x times 2x, 2x squared.

So First says just multiply the first terms in each of these binomials. So just multiply the 3x times the 5x.

And remember, these are special forms where we have squares of binomials in our expression.

Because then both of these terms will get squared.

And this is just multiplying a binomial.

Here's a mediumsized fir, Mrs. Scott.

So the other binomial, just substituting that Ax squared plus Bx, is 2x squared plus Bx.

Remember, I'm just taking these two terms and multiplying them by each other.

That takes care of these two terms.

A tree has fallen. A mighty tree has fallen!

tree

Tree

Tree

Tree.

If you found going from this to this difficult, you might want to review multiplying polynomial expressions or multiplying binomials, or actually, the special case where we square binomials.

That means a Christmas tree, a big Christmas tree.

One tree is a tree. Two trees together, we have the woods.

That's a tree.

tree table

Diagram Tree

Tree 1

DOM Tree

Object Tree

TemplatesTree

StructureTree

Files Tree

Templates Tree

Structure Tree

Project Tree

Tree

Expand Tree

Reduce Tree

A tree widget

Tree Bark

Bodhi tree.

This is a tree.

What next?