Since from both factors, 9m is common, hence the required factor will be [tex]9m(m^2-3)[/tex]
Given the polynomial function
9m^3 - 27m
We are to factor out the greatest common monomial factor.
- First, we need to find the factor of each term
For the term [tex]9m^3[/tex]
[tex]9m^3 = 9 \times m \times m \times\ m[/tex]
For the term 27m
[tex]27m = 3 \times 9 \times m[/tex]
We can see from both factors that 9m is common, hence the required factor will be [tex]9m(m^2-3)[/tex]
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