THE POINT VALUES INTERVALS LAW

Despite the tremendous achievements of Rene Descartes in linear algebra (or analytical geometry), there remain many unexplained phenomenon in algebra and geometry from 2006 onwards. The way I was able to re-think of fundamental establishment of the Point Values Intervals Law in the 2007 led to a knew kind of phenomenon called Central Point Theory (or Balance Point Theory) is one of the strangest area which most people are not conversant.

My Point Values Intervals Law is a universal LAW that applies in Physics, Chemistry, Astronomy, Engineering, Computer Science, etc. My Point Values Intervals Law is a stepping stone in modern scientific revolution and must be appreciated. Through this LAW, it was further hypothesized that all Curves are Paralinears.

It is one of the 'hot-cage' in Linear Programming. This LAW was given to most seniors lecturers in various institutions like, University for Development Studies,  Kwame Nkrumah University of Science Technology and Tamale Polytechnic in the year 2008 for witness.

POINT VALUES INTERVALS LAW

States that, for every Central Point (x_G, y_G) in the ordered Pairs (X_G, Y_G), the point value x_G is subtracting itself to infinity when y_G is adding itself to infinity and vice-versa. That is,

( X_G ; Y_G ) = [ ( x_G , x_G – x_G , x_G – x_G – x_G ,- - - - - -) ;( y_G ,y_G + y_G ,y_G + y_G + y_G , - - - - - ) ]

Or

[ ( x_G , x_G + x_G , x_G + x_G + x_G ,- - - - - -) ;( y_G , y_G – y_G , y_G – y_G – y_G , - - - - )]

EXAMPLE

If  3x + y = 6 ,  find:

(1)the possible values of  x_G  and  y_G  to fourth interval

  (1)Applying the Point Values Interval Law , we have;

( x_G ; y_G ) = [ ( 1 , 0 , -1 , 2 , -3 ) ; ( 3 , 6 , 9 , 12 , 15 ) ]

or

[ ( 1 , 2 , 3 , 4 , 5 ) ; ( 3 , 0 , -3 , -6 , -9 )]