excluded value of:
12m²n/24mn³
To find the excluded value of the expression 12m²n/24mn³, we need to determine the value(s) of m and n for which the denominator becomes zero. Recall that division by zero is undefined in mathematics.
Let's start by simplifying the expression:
12m²n / 24mn³
To simplify the expression, we can cancel out common factors in the numerator and denominator:
(12/24) * (m²/m³) * (n/n)
Simplifying further:
(1/2) * (1/m) * (1)
Now, this expression is equivalent to 1/2m.
For the denominator to be zero, the value of the variable m must be zero since dividing by zero is undefined.
Therefore, the excluded value for m in the expression 12m²n/24mn³ is m = 0.