If something stands the test of time, and is forever true, does this make it so?? For example: 1/1=1 2/1=2 3/1=3 ...therefore... ?/1=? 10/1 undergoes the process of... 10/ 1,2,3,4,5,6,7,8,9,10 The one, becomes ? Is this always so...?

Yes, but you have it backwards x/1 = x (value of x), ....... whereas 10/x = ? (dependent on the value of x) p.s. there are no alternative truths. There are relative truths (SR). Example: train with a whistle blowing travelling between two observers. Later one observer says, "that new whistle's tone is at C." The other says: " measured the tone with my sound meter and I assure you the note is D" Who is wrong or lying? Answer: Neither is lying but both are wrong. Reason: Doppler effect alters the wave length received by both observers. In this case the true sound would have been D-flat if the train was at rest. Thus truth can be arrived at from knowledge of wave behavior in relationship to the point of observation.

Your example does not represent your statement. 1/1 only equals 1 because we define it so. All mathematics is founded on axioms. One axiom (probly one of the most basic) is 1+1=2. It is basically short for: If one is added to one and we conclude that the answer is two, then (all the rest of mathematics follows). But we cannot prove that 1+1 equals 2. Note further that, even in common occurences, the statement 1+1=2 is not necessarily true. We must first define the number set we are using.

In this respect you are correct. This is demonstrated in this clip: http://www.ted.com/talks/roger_antonsen_math_is_the_hidden_secret_to_understanding_the_world?