Monday, April 28, 2008

Problems? Maybe Not.

“A problem which cannot be solved, is not a problem,” she said. In mathematics, a question which cannot be solved in any ways would not be a question. If it is, there must be a solution; it can be a “no solution” or some numbers as the answer. Similarly, when we apply this concept in life, why do we even bother about the so called problems, which in our opinion, have no solutions at all? Wouldn’t it be more troubling? As in, having something in mind, which would bring us nothing but headaches and sleepless nights? Personally, if we hold on to a problem as that, with the others coming in, the burden on our shoulders would be increasing as the time goes by, unless we let go some of them. Like one saying, “Why repeat the old errors, if there are so many new errors to commit?” Why stuck onto the problems with no possible solutions, when there are lots more out there?