Answer:
-3
Step-by-step explanation:
First, identify the different possible ways to multiply 2 monomials and get an m^2 term: we can multiply a constant by an m^2 term, or we can multiply an m term by an m term.
Now, we can identify all the combinations of the products that will give a m^2 term:
m^2*-9=-9m^2
3m*2m=6m^2
Now, we just combine the 2 m^2 terms:
-9m^2+6m^2=-3m^2
Therefore, the coefficient of the term with a degree of 2 is -3.
