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General Equation for calculating JEWNESS! THIS IS FACT!!!!

 
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Abdul_Haseem



Joined: 17 Feb 2004
Posts: 298

PostPosted: Thu Nov 06, 2008 11:25 pm    Post subject: General Equation for calculating JEWNESS! THIS IS FACT!!!! Reply with quote

The concept of “rate of change”, with respect to Jew control of any institution public and private can be described as the ratio of the change in y (Gentile autonomy) to the change in x (Jew control). With respect to linear equations, we can refer to such rate of change as the “slippery slope of Jewness” m. Recall from algebra that the “slippery slope of Jewness” m is represented as:

m(x) = f(x) - f(x0) / x – x0 where x0 represents total Jew control.

As we begin to explore the nonlinear nature of Jew control of the media, for example, the above equation is no longer an accurate metric for how y (Gentile autonomy) is changing with respect to x (Jew control). After some thought, I came to the conclusion that as we get extremely close to x0 (total Jew control), where x0 is a real number representing percentage of Jew control in some open interval where the function f is defined, then the above equation can be re-written as

m = lim m(x) = lim f(x) – f(x0) /x – x0
x]]x0
It is clear that my analysis is most concerned with the behavior of Jews as x (Jew control) becomes arbitrarily close to but different from x0 (total Jew control). With some elementary Arab algebra you can rewrite the equation as a linear equation in point “slippery slope of Jewness” form as follows

y - f(x0) = m(x - x0)

Since m=f’ (x0), that is, m in this last equation represents the influence of Jews at the point of tangency (or contact with public and private institutions), we now can rewrite the above equation using derivative notation for m as

y - f(x0) = f’(x0) (x - x0)

One final manipulation leads us to the familiar equation of the derivative of a function f at limit x in limit notation. Again, I am interested in the behavior of Jews f as x approaches x0, not at x0 or total Jew control itself.

f’(x0) = lim f(x) – f(x0) /x – x0
x]]x0
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diotima64



Joined: 21 Jun 2004
Posts: 16559
Location: middleearth

PostPosted: Fri Nov 07, 2008 11:50 am    Post subject: Reply with quote

I wish I´d remember enough algebra, to understand what you are talking about, mighty Abdul... it sounds impressive!
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Kirina



Joined: 26 Oct 2007
Posts: 97
Location: Eastern Europe

PostPosted: Tue Dec 02, 2008 6:46 pm    Post subject: Reply with quote

I would like to count my Jewness but I dont get how to to it...


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hakeem_7



Joined: 30 Nov 2008
Posts: 10
Location: Perth, Western Australia

PostPosted: Sat Dec 06, 2008 9:03 am    Post subject: Re: General Equation for calculating JEWNESS! THIS IS FACT!! Reply with quote

Abdul_Haseem wrote:
The concept of “rate of change”, with respect to Jew control of any institution public and private can be described as the ratio of the change in y (Gentile autonomy) to the change in x (Jew control). With respect to linear equations, we can refer to such rate of change as the “slippery slope of Jewness” m. Recall from algebra that the “slippery slope of Jewness” m is represented as:

m(x) = f(x) - f(x0) / x – x0 where x0 represents total Jew control.

As we begin to explore the nonlinear nature of Jew control of the media, for example, the above equation is no longer an accurate metric for how y (Gentile autonomy) is changing with respect to x (Jew control). After some thought, I came to the conclusion that as we get extremely close to x0 (total Jew control), where x0 is a real number representing percentage of Jew control in some open interval where the function f is defined, then the above equation can be re-written as

m = lim m(x) = lim f(x) – f(x0) /x – x0
x]]x0
It is clear that my analysis is most concerned with the behavior of Jews as x (Jew control) becomes arbitrarily close to but different from x0 (total Jew control). With some elementary Arab algebra you can rewrite the equation as a linear equation in point “slippery slope of Jewness” form as follows

y - f(x0) = m(x - x0)

Since m=f’ (x0), that is, m in this last equation represents the influence of Jews at the point of tangency (or contact with public and private institutions), we now can rewrite the above equation using derivative notation for m as

y - f(x0) = f’(x0) (x - x0)

One final manipulation leads us to the familiar equation of the derivative of a function f at limit x in limit notation. Again, I am interested in the behavior of Jews f as x approaches x0, not at x0 or total Jew control itself.

f’(x0) = lim f(x) – f(x0) /x – x0
x]]x0


Very impressive. Being a student of advanced Mathematics, I think an extra f will not be necessary at limit x in limit notation, because that would reduce the power to lobby. Looks like some mathematicians have already informed Obama about this f factor.

I would never want to apply any integral calculus to above.

Would you agree with that?
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