Suppose a system"A" is there whose axis is having "+n" points on its axis & another system "B" identical to system "A" is there on the opposite side of system "A" but apart from system "A" having same "+n" points on its axis.Then there would be an axis joining "+n" of system "A" & "+n" of system "B".What would be the center of such an axis joining "+n" of system "A" & system "B"?
Take "+n" as +1.
2006-10-14 20:12:13 · 1 answers · asked by rajesh bhowmick 2 in Science & Mathematics ➔ Mathematics
This is not based on my math knowledge so far but based on thought, I could be excused in case I am wrong.Additionally there may be a better solution.
This seems to be taking 2 graphs identical superimposed and rotating the uppergraph by 180 degrees. then any point say at (a,b) on rotated graph is same as (-a,-b) on first graph . yours n on the number line is (n,0) on my graph system. Once we take that as analogy we draw the axis. the origin (0,0) is equidistant from both points and hence the centre of the axis.
If this were not the case and translation were done then exact opposite could not be possible. So i rule out this case
2006-10-14 20:30:46 · answer #1 · answered by Mein Hoon Na 7 · 0⤊ 0⤋