Simplify by removing Factor of 1
3v-9/3-v
To simplify the expression by removing the factor of 1, we need to eliminate the fraction.
The expression is: (3v - 9) / (3 - v)
To remove the factor of 1 in the denominator, we can multiply both the numerator and denominator by the reciprocal of the denominator.
The reciprocal of (3 - v) is (1 / (3 - v)).
Multiplying the numerator and denominator by (1 / (3 - v)) gives us:
[(3v - 9) / (3 - v)] * [(1 / (3 - v)) / (1 / (3 - v))]
Simplifying the expression:
= (3v - 9) * (1 / (3 - v))
= (3v - 9) / (3 - v)
Thus, by removing the factor of 1, the simplified expression is (3v - 9) / (3 - v).