DON'T THINK THAT I DON'T KNOW IT'S UNDEFINED
-
None are. As you already know when a division occurs it can be put into more than one style
One of them being making it into a fraction. Now 0 is the divisor so it goes in the bottom making it 2/0 meaning its 2 out of zero thus meaning there cannot be a number of the things as there are zero.
One of them being making it into a fraction. Now 0 is the divisor so it goes in the bottom making it 2/0 meaning its 2 out of zero thus meaning there cannot be a number of the things as there are zero.
-
There are no numbers divisible by zero.
However, using the limit operator, you can investigate the behavior of functions as the divisor approaches zero. Even if the function does not exist when the divisor equals zero, the limit can give you a number.
For example, the limit of { ( x^2 - 3x + 2 ) / ( x - 1) } as x approaches 1 is equal to 2
Ask your math teacher for an explanation, he or she will draw a graph.
However, using the limit operator, you can investigate the behavior of functions as the divisor approaches zero. Even if the function does not exist when the divisor equals zero, the limit can give you a number.
For example, the limit of { ( x^2 - 3x + 2 ) / ( x - 1) } as x approaches 1 is equal to 2
Ask your math teacher for an explanation, he or she will draw a graph.
-
no numbers are devisable by zeros but zeros can be put into an out of statement (example "I saw 0 zergebras yesterday out of zero zergebras in the world
-
IT'S UNDEFINED