If the denominator is 0 then the fraction is undefined.
0. Whatever the denominator - unless the denominator is also 0 in which case the fraction is undefined.
Rational expressions are fractions and are therefore undefined if the denominator is zero; the domain of a rational function is all real numbers except those that make the denominator of the related rational expression equal to 0. If a denominator contains variables, set it equal to zero and solve.
And the denominator is 0
Yes, it can be. If the numerator is 0. Then suppose the denominator is 3, which is bigger than 0 (double the numerator). So the value of the fraction is 0/3 = 0.
you are finding values to be excluded from the domain.
If the denominator is 0 then the fraction is undefined.
zero equals zero
0. Whatever the denominator - unless the denominator is also 0 in which case the fraction is undefined.
It is a rational fraction.
The denominator cannot be 0. If the denominator is a negative number, a fraction, a surd or a complex number (depends on your level), you are expected to rescale the fraction so that the denominator is a positive integer.
you put the fraction in simplest form (the numerator and denominator have no common factors besides one) then you find what number your variable should be to make the denominator 0. this is excluded value b/c your denominator can never equal 0 the number you found is your excluded value ex. 4 ------ Your excluded value is 3 because 3(3-3)=0 x(x-3)
Because division by 0 is not defined.
Any value of x which causes the denominator to equal zero. It's kind of vague, but if you mean the denominator to be (x raised to the 4th power), then x=0 must be excluded. If you mean (x + 4) then x=-4 will make the denominator equal zero, and if you mean (x-4) then x=4 will make it zero.
Division by zero is specifically forbidden in mathematics.
If the two are 0 then the fraction is not defined. Otherwise it has the value 1.
It is any fraction whose numerator is zero and denominator is not zero.