A ratio of two integers where the denominator is non-zero can be expressed as ( \frac{a}{b} ), where ( a ) is the numerator and ( b ) is the denominator. For example, if ( a = 4 ) and ( b = 2 ), the ratio is ( \frac{4}{2} ), which simplifies to 2. It's important to ensure that the denominator ( b ) is not zero, as division by zero is undefined.
A ratio with denominator 0 is not defined.
It is not defined.
It is a rational fraction.
It seems like your question is incomplete. However, if you are asking for the ratio of two integers where the denominator is a specific integer, please provide that integer. A ratio is typically expressed as a fraction, such as (a/b), where (a) and (b) are integers. If you clarify the denominator, I can give you a more specific answer.
When expressed as a ratio of two integers (not intergers!), the simplest form for the integer but not others, has 1 as the denominator.
A ratio with denominator 0 is not defined.
It is not defined.
It is not defined.
It is a rational fraction.
The denominator cannot be 0 because division by 0 is not defined.
And the denominator is 0
The ratio is not defined.
There is none
When expressed as a ratio of two integers (not intergers!), the simplest form for the integer but not others, has 1 as the denominator.
Oh, dude, the ratio of two integers is just one number divided by the other. As long as the denominator isn't zero (because you can't divide by zero, like, ever), you're good to go. So, like, if you have 8 divided by 2, the ratio is 4. Easy peasy!
Rational numbers
It is a rational fraction.