Parallelo, parallelo parallelogram

So it's a parallelogram. This is a parallelogram.

Parallel (AND)

Parallel controller

Parallelogram.

Parallelogram FGHl.

It's a parallelogram.

This is a parallelogram

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So if someone were to give you a parallelogram like this, they were to tell you this is a parallelogram.

So if the four sides, so from parallelograms, these are, this is all in the parallelogram universe.

Geometric Horizontal Parallelogram

Geometric Vertical Parallelogram

Got my parallelogram.

But that's a parallelogram.

That's our parallelogram.

So, we have a parallelogram right over here

So the area of your parallelogram squared is equal to the determinant of the matrix whose column vectors construct that parallelogram.

We know that for any parallelogram, and a rhombus is a parallelogram, that the diagonals bisect each other

There was someone recently, wasn't there? Just a couple weeks ago.

There was someone recently, wasn't there?

Then it wouldn't be a parallelogram.

All the rest are parallelograms.

Parallelogram is shown below.

You give it a push, this becomes a parallelogram.

You're dealing with a parallelogram.

So it would definitely be a parallelogram.

A parallelogram, the diagonals bisect each other

The height of the parallelogram is given right over here.

In general, if I have just any parallelogram this is kind of a tilted one, but if I just have any parallelogram, let me just draw any parallelogram right there the area is just equal to the base so that could be the base times the height.

And a rhombus is a parallelogram, but you can't just generally take the product of the half the product of the diagonals of any parallelogram

I drew the altitude outside the parallelogram.

That's what the area of a parallelogram would be.

And what's the height of this parallelogram going to be?

Hey, if we have this parallelogram ABCD,

It would be a parallelogram. Four right angles.

Let's construct a parallelogram right over here.

It was before a parallelogram.

2B1Q code is not DC balanced.

We can split our parallelogram into two triangles.

So if someone were to give you a parallelogram.

So the area of this parallelogram would be 30.

The parallelogram generated by v2 and v1.

Because it's a parallelogram, we know that the diagonals bisect each other

So a parallelogram says that opposite sides are parallel.