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Topic: 2.37 - Debunking mythmaticians false notions about the cubic
(x^3) and the mean value theorem.

Replies: 2   Last Post: Jul 30, 2014 10:43 AM

 Messages: [ Previous | Next ]
 Dan Christensen Posts: 8,219 Registered: 7/9/08
Re: 2.37 - Debunking mythmaticians false notions about the cubic
(x^3) and the mean value theorem.

Posted: Jul 30, 2014 7:00 AM

On Wednesday, July 30, 2014 5:17:25 AM UTC-4, John Gabriel wrote:
> In the following article, I prove that the converse of the mean value theorem is true, and also that the cubic cannot be differentiable at the origin which is a point of inflection:
>

This should have tipped you off that your Wacky New Calculus is a worthless piece of shit, John Gabriel.

Readers should note that John Gabriel is fraud. His Wacky New Calculus is broken beyond repair. In his system:

1. He is unable to prove something as simple as  2+2 = 4.

2. There are no irrational numbers, so the distance between (0, 0) and (1, 1), for example, is undefined.

3. His definition of the derivative of a function just doesn't work. If, for example, f(x)=x^3, then f'(0), which should be 0, is also undefined.

4. To make it work it all, he has also had to redefine the basic rules of logic!

Dan

Date Subject Author
7/30/14 Dan Christensen
7/30/14 Andy C