The term matter generally refers to the condition of a directly appertaining phenomenon that exists as being of a mass. Electrons are generally considered to be a point mass. Yet, massive neutrinos are a phenomenon that bear a mass that is smaller than that of an electron. Things that have mass have a certain type of response to gravitational pull -- as is generally conceived of, in terms of Neutonian mechanics, as (m1*M1*G)/R -- to where the "G" refers to the universal constant of gravitation, the small "m" refers to the relatively smaller mass, the "M" refers to the relatively larger mass, and the "R" refers to the radius of the distance from the center of the larger mass to the center of the smaller mass. This works to indicate the acceleration of gravity -- in any given arbitrary region of field, to where the respective gravitational force that is directly relevant is applicable. This means that any given arbitrary gravitational pull on any directly related mass that is in question, is equal to the quotient of the mass that is here in question that is effected by the surrounding gravity (the "m") times the mass that is respectively producing the specific gravitation of such a case scenario (the "M") times the universal gravitational constant (the "G") as is divided by the radius of the distance that exists from the center of the relatively larger mass to the center of the relative smaller mass (the "R").
Again, this is only a Neutonian approach to the determination of any applicable gravitational-based acceleration, that one may need to determine, in general. I will continue with the suspense later!
To Be Continued! Sincerely, Sam.
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