It is clear from the
Newton's formula of gravitational attraction and
from the new formula of universal push that the
two objects will loose the visible attraction as
the distance between them is increased.
According to Newton the
force of attraction will be inversely
proportional to the square of the distance
between the centers of the two objects. And by
the new formula the attraction will be directly
proportional to the angle between the two
intersecting tangents common to both the
objects. I will like to show the comparison of
different values of force of attraction by both
the formulas for two objects at variable
distances.
In the figure shown below
objects A and B of 2 cms diameter each are lying
with their centers x cms apart. Angle
is
formed by their two intersecting tangents.
for different values of x. Table shown below
displays these values for x ranging from 2 cms
to 21 cms.
