The easy one is derivative is 0.

But anyway.

So the derivative of the numerator is the derivative of 4x squared is 8x minus 5 over the derivative of the denominator is, well, derivative of 1 is 0.

So what's the antiderivative of x?

Because the derivative of z is 1.

What's the derivative of this?

So the second derivative of y2 is just e to the x plus 2 times the first derivative is what?

And what's the second derivative?

The derivative of a constant function is always zero.

It is a grade 0 derivation on the algebra.

So the derivative is minus 2x.

And r equal to 0 is in that interval.

So, they have this differential ? derivative. ? y prime prime.

And the derivative of the inside is minus 3.

The highest derivative of the function under question, right?

And the order is the highest derivative of that function.

The derivative of sine theta is cosine of theta.

So the derivative of that with respect to x is just going to be these are just constants, so the derivative with respect to x is just 0.

So the derivative of sine with respect to theta, we're just doing the chain rule here, the derivative of sine with respect to theta is going to be cosine of theta as a function of t.

Derivative of negative 6x is negative 6.

This right here is our derivative intuition module.

We're already familiar with it as an antiderivative.

Well, the highest derivative here is the second derivative.

So the derivative, we'll just use our derivative rules here.

Since then the Vivendi's Product Manager Bruce Goodwill, has confirmed that the title was going to be released only on console platforms.

Using only geometry and properties of limits, it can be shown that the derivative of sine is cosine and the derivative of cosine is the negative of sine.

Well that's just f prime of g of x times and what's the rate at which g changes with respect to x? Well that's just g prime of x.

Mathematically, this correspond to a derivative.

A function with this property is called strictly increasing.

Thus the weak derivative is a generalization of the strong one.

Well, what's the derivative of e to the x?

When x is equal to minus 2, what is f of minus 2?

And so let's what we can do to solve this. We could factor out a 12x. So if we factor out a 12x, then this term becomes just x, and then actually, let's factor out a 12x squared.

Slope is equal to 0. And we figured that out because the first derivative was 0. This was a critical point.

Remember, the derivative of e to the x is e to the x.

So the derivative of cosine of theta is negative sine of theta.

Derivative of negative 3x squared is negative 6x.

Minus 2x is the derivative of minus x squared.

Where the slope is 0. They might be maximum points, they might be minimum points, they might be inflection points, we don't know. They might be, you know, if this was a constant function, they could just be anything.

3 times 0 minus 4 times 0 plus 2, that's just 2. f of 0 is 2. And then finally we got the point, x is equal to 2 3.

A derivative of those are what I'll call social building games.

Following its approach in paragraphs 75 to 78 of the Instalment Twenty Three (A) Report, the Panel recommends compensation only where a claimant has been able to document the claim by reference to historical expenditure or other verifiable evidence of value.

In particular, the first derivative of the velocity, u 0 h , is constant.

If this box is checked, the first derivative will be plotted, too.

So plus what's the partial derivative of this with respect to y?