Can zero be on the bottom of a fraction?
The denominator of any fraction cannot have the value zero. If the denominator of a fraction is zero, the expression is not a legal fraction because it’s overall value is undefined.
Is 0 in the denominator undefined?
In general, a single value can’t be assigned to a fraction where the denominator is 0 so the value remains undefined.
Can there be a 0 in the denominator?
The denominator in a fraction cannot be zero because division by zero is undefined. The reason is that when you multiply the answer 2, times the divisor 3, you get back 6. To be able to divide any number c by zero you would have to find a number that when you multiply it by 0 you would get back c .
Can we consider 0 as a fraction?
zero divided by any number is equal to zero. So zero can be written as a fraction. Every rational number is a fraction and 0 is a rational number as it can be written in the form of pq. 0 can be written as 01 , 02, 03 so it is a rational number.
What happens if 0 is the numerator?
– If the numerator is 0, then the entire fraction becomes zero, no matter what the denominator is! For example, 0⁄100 is 0; 0⁄2 is 0, and so on.
Is anything divided by 0 undefined?
Instead, any number divided by zero is undefined. In fact, even zero divided by zero is undefined! That simply means we don’t yet have an answer for the problem.
Can zero be on top of a fraction?
A numerator is allowed to take on the value of zero in a fraction. Any legal fraction (denominator not equal to zero) with a numerator equal to zero has an overall value of zero.
What does it mean if 0 is the numerator?
What is a undefined fraction?
A fraction is said to be undefined (or have no meaning) when the denominator = 0.
How do you make a fraction equal 0?
Any fraction with zero in the numerator and a nonzero number in the denominator equals zero.
What is an undefined fraction with a denominator equal to 0?
Since they are extremely minute to evaluate/simplify, they are approximated to zero (0), which will have a much higher effect on the numerator; leaving your answer at infinity. Thus, an undefined fraction has its denominator equal to zero (0). The focus is then on the denominator.
Why is the value of 0 undefined?
It’s undefined, too, but for a slightly different reason. If you multiply the 0 in the denominator by any number at all you get the 0 in the numerator.
Can a fraction have 0 0 0 in the denominator?
And so if we ever have 0 0 0 in the denominator, all we can say is that the fraction is “undefined,” which means we never want to put 0 0 0 in the denominator of a fraction. Consider the idea of “parts of a whole.”
Is 0 indeterminate or undefined?
It’s undefined, too, but for a slightly different reason. If you multiply the 0 in the denominator by any number at all you get the 0 in the numerator. It seems that can equal any number. As a result we say is indeterminate, which is a special kind of undefined expression.