Answer
$m^{3}-4m^{2}+10$
Work Step by Step
First, distribute the sign located between the two polynomials to the second polynomial. Since it is a positive, none of the signs will change. After distribution, it will remain the same:
$$(3m^{3}−3m^{2}+4)+(−2m^{3}+m^{2}+6)$$
. After distribution, the parenthesis can be dropped so that you are left with:
$$3m^{3}-3m^{2}+4-2m^{3}-m^{2}+6$$
Then simply combine like terms.
$$m^{3}-4m^{2}+10$$
