An undefined term is usually applied to a function (or a part) where for some values of the operands the function is not defined within the field in which it is defined. It may be defined in a bigger field.
For example, division by zero is not defined anywhere.
Square roots of negative numbers are not defined in the domain of Real numbers, but they are perfectly OK in the Complex field.
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Mathematical operations involving undefined are not permitted. So the answer is undefined.
any thing under 0 is undefined examples: 0/4=undefined 0/59=undefined 0/129,990,789=undefined
A quotient in which the numerator or denominator are undefined will be undefined. For example p/q is an undefined quotient until you know something about p and q. Also, if the denominator is zero, the division is undefined.
the difinition of undefined slope