It's gotta be YOU! You! ahem Y y you!

Why, you, you, y

Finally, you have a y over a y squared. if.

Y did you think?

If you add 85 to y, you get 180, if you add x to y you get 180.

And y divided by 1, you can imagine, is just y.

And finally you have y to the third divided by y.

And then you have y divided by say, 1, is just y.

You want the y intercept.

Or if I were to give you the expression y times the square root of y minus y squared.

You get y is equal to minus c d x plus f y.

I mean you don't have a y squared, or you don't have a dy over dx squared, or you don't have a y times the second derivative of y.

And you know its y value.

If you divide the denominator by y, you just get a y, and so what are we left with?

You say what y value makes this term zero, well, y is equal to 2.

In that case, you get x divided by y. y is equal to minus x.

You divide the numerator by y, you get 1.

Y Y Yes.

And then you have a minus y

line, when you have that y value.

You get y squared over b squared.

Oh, man, y you got to stop.

As you increase x what is happening to y? Y is going up. So for this example, as x increases y is increasing.

What's the anti derivative of y, the function y or y d y.

You see immediately the y intercept when x is equal to 0, y is negative 2.

Y y yeah, right.

But then we have a y. y to the first. y squared. y to the third. y to the fourth. y to the fifth.

This is the same thing as y transpose, if you view them as matrices, y transpose times y. y transpose y is just y1, y2, all the way to yn times y1, y2, all the way to yn.

And then if you divide minus 6y squared by 3y, minus six divided by 3 is minus 2, y squared divided by y is y.

I think you obviously see that y prime turns into r squared, y prime turns into r, and then y just turns into 1, essentially.

And then y times y, well that's just y squared,

You get y is equal to 5 2x.

So, you will get y minus 2 squared.

You can set y is equal to 0.

I give you the parabola y minus y1.

You see that right there, the y coordinate.

So you get y is equal to 50.

First of all, you have a y squared.

Y you, you don't you don't go... ...Well, you work on that, bye.

If you factor this, you would get 2 square roots of y plus 5 times 2 square roots of y minus 5.

Y and a y squared.

So Q of x2 of y, x2 of y comma y, maybe I'm using too many colors here, but I think you get the idea. dy.

And then you take the derivative again, you get y prime.

So you still could solve for y, but this expression right here, or this equation, defines y implicitly.

But I think you get the idea. y is equal to 0, to y is equal to 4.