Let's make the assumption that the rate at which a person experiences time, or how fast time seems to "fly," depends on how much time the person has previously experienced.
More the the point, let's say that someone is born on January 1, 2000. A ball which had been held at a height in a uniform gravitational field, is dropped and starts to fall. The person's first year of life corresponds to the ball falling though the first meter.
The interval of calendar time from 1 Jan 2001 to 1 Jan 2002 corresponds to the ball's drop from one meter to two meters below the release point. And so on.
The idea is that each meter the ball drops corresponds to a calendar year of the child's life, but, rather than being proportional to the child's calendar age, the cumulative time in which the ball has been falling is proportional to the child's psychological age.
Assume the person lives to a calendar age of 72. At what age is his life half over, psychologically speaking?
2007-11-16
07:34:46
·
6 answers
·
asked by
elohimself
4
in
Science & Mathematics
➔ Mathematics