Things are not what they seem. It all depends on where you are standing and when. Though viewed as two different things, the position and time are actually not soo unrelated. For instance, a circle when viewed from an angle can appear as an ellipse. Its not just the viewer's perception, it can also be because the circle is not stationary. Thinking of things that way, nothing is stable or lets say constant. Then what are we basing our perceptions on? Logically speaking, its all based on floating assumptions.
Funny thing is its so easy to lose our way as we wade through the infinite possibilities. Trying to take hold of the situation doesn’t work always. Another example… a simple question:
Since school days, we have assumed that current flows from higher potential to lower potential. Then came the discovery of electron. The concept of potential stayed on, but the perception of the concept of current flow changed. So if current flow is actually due to electron flow then, why can’t we consider that as the direction of current instead of bringing in “conventional current flow direction"?
When I asked this question to my teacher in 6th form, all I got was “there are far more applications than what u see now. Then there are rules, so even if your question is sensible, it doesn’t always have a sensible answer!”
Then came the wave/particle dilemma, as I termed it later. Years later I found sense in the answer, that didn’t make any sense then. There are too many possibilities to every question and a million more answers. But the success of design lies in the smart elimination of the less probable.
The importance of the vantage point becomes clearer with the question that didn’t become a rage because most people didn’t understand it in the first place. Simple question again:
Sum of the angles of the triangle is 180 degrees. But the position of the triangle can change it. What about it on a curved surface?
On a curved surface, the sum of the angles is greater than on a flat surface, also called a surface with zero curvature. So technically speaking, the basic “property” of the triangle is actually a special case. This discovery shook the basics of mathematics. When this question was raised, it was taken as an “approximation for all practical purposes”. That’s like saying the earth is flat.
So just think twice before you decide on anything… Just consider for a minute if you are in the right position at the right time to make the right inferences. :) :)