Divide

Division

Precedence and Associativity,

ERROR DIV BY 0

Integer division

We can divide both sides of this inequality by 3.

Did I do that right?

If I divide the top and the bottom by 4, I get this.

So we're going to have our precedence and associativity.

Blah, blah, blah, blah, blah the part here at the bottom is the most important

You want to keep everything in the correct places.

Enable Division

So let's think about how we can do this.

And we have 3 5 divided by 1 2.

You divide the numerator by y, you get 1.

So you can't merge, when you're adding and subtracting, the real part to the imaginary part.

Well, the problem is this division.

What's the problem here?

Now, the one thing that's not obvious is why did this work?

Alpha is a real number and delta here is a vector.

I've written a grammar on the left.

I can add numbers, strings, and lists, but it means something different every time.

You need to be a little bit careful to make sure that you're doing float division.

It's 12,000.

I've been asked to make a video on algebraic division or algebraic long division.

Cannot divide a vector by a color.

Cannot divide a color by a vector.

Or another way to say it is we can divide both sides by three

How many times does 2x plus 1 go into I don't know let's say it's 8x to the third minus 7x squared plus 10x minus 5.

L of 4 is 126.

Plot them out on complex plane, and see what happens when you multiply them, when you divide them, when you add them, when you subtract them.

In this video, I want to tackle some inequalities that involve multiplying and dividing by positive and negative numbers, and you'll see that it's a little bit more tricky than just the adding and subtracting numbers that we saw in the last video.

If I spent 150 billion to get 650,000 jobs

So let's think about that a little bit.

Although I think it is very important to see the parallels between this and traditional long division.

So this thing right here is the same thing as 3 5 times so this is our 3 5 right here, and instead of a division sign, you want a multiplication sign, and instead of a 1 2, you want to take the reciprocal of 1 2, which would be 2 1 so times 2 1.

But I think you get what I'm saying.

And this is, you know, another scalar multiplication.

Now let's look at the Setup mode

Enable Division for task generation.

And let's see what we can do now.

So 2x plus x is 3x plus 3x you get 6x is equal to 120

P is for Parenthesis, E is for Exponents, M and D are for multiplication and division and they are really at the same level of priority and then addition and subtraction are at the same level.

Now, to isolate the y, you can either multiply both sides by negative 1 12 or you could say let's just divide both sides by negative 12.

And actually, let's just go in order.