Thorn of Death
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Ok, let's see.
Part one:
1/1 = 1
1/0.5 = 2
1/0.2 = 5
1/0.1 = 10
1/0.01 = 100
1/0.00001 = 100000
We see here that the smaller the devident gets, the bigger the result, until we reach zero. Some people tried to define it as infinite, but that wouldn't work for several reasons, including that the zero is niether positive nor negative, so we can't know wether the result would be negative or positive.
ONCE we skip the zero to -0.000001 for example, we get a big(small?) negative number as a result, which is -1000000. How did this happen? we were getting closer to infinite, and suddenly we're near negative infinite. So the result of deviding by zero must be a barrier between infinite and negative infinite, which we can also call the zero of infinite, since another mathmatical meaning of zero is a barrier between the positive and negative numbers.
So the line of numbers is more of a circle of numbers, not a line.
Part two:
The equation: x/(x-3) represents a similar graph to:
As we see, the line goes way up as x gets closer to 3, which will make the equation devided by zero, and then suddenly it starts from negative infinite when x gets a little more than 3.
They say that paralell lines meet at infinite, but these two lines do not meet at infinite nor negative infinite, because they go in opposite directions. So when do they meet and where? they meet when x=3, and at the infinite zero point, which is a result of deviding by x - 3 whereas x = 3.
Excuse me for the lousy english.
Part one:
1/1 = 1
1/0.5 = 2
1/0.2 = 5
1/0.1 = 10
1/0.01 = 100
1/0.00001 = 100000
We see here that the smaller the devident gets, the bigger the result, until we reach zero. Some people tried to define it as infinite, but that wouldn't work for several reasons, including that the zero is niether positive nor negative, so we can't know wether the result would be negative or positive.
ONCE we skip the zero to -0.000001 for example, we get a big(small?) negative number as a result, which is -1000000. How did this happen? we were getting closer to infinite, and suddenly we're near negative infinite. So the result of deviding by zero must be a barrier between infinite and negative infinite, which we can also call the zero of infinite, since another mathmatical meaning of zero is a barrier between the positive and negative numbers.
So the line of numbers is more of a circle of numbers, not a line.
Part two:
The equation: x/(x-3) represents a similar graph to:
As we see, the line goes way up as x gets closer to 3, which will make the equation devided by zero, and then suddenly it starts from negative infinite when x gets a little more than 3.
They say that paralell lines meet at infinite, but these two lines do not meet at infinite nor negative infinite, because they go in opposite directions. So when do they meet and where? they meet when x=3, and at the infinite zero point, which is a result of deviding by x - 3 whereas x = 3.
Excuse me for the lousy english.