Question

is y/0=n/0
n=any number with a absolute value more or equal to 0
y= any number NOT "n", with a absolute value more or equal to 0
Is this true?

Answer 1

no anything/0 is not defined and so the statement y/0= is not even a real thing.

Answer 2

This is NOT true

because the expression a/0 has no meaning in the set of real numbers.

$$\Huge \dfrac{a}{0}=a∙\dfrac{1}{0}$$


But 0 has no reciprocal

because 0 times any number is 0, not 1

as required by a • (1/a) = 1.

Do you see the contradiction? :-)

Answer 3

yeah :)

Answer 4

Is there any field where you can divide by the additive identity?

Answer 5

no? I think