Ответ:
\[(a + b - c) \cdot ab + b(a - b + c) - a\left( ab + b^{2} + bc \right) =\]
\[= a^{2}b + ab^{2} - abc + ab - b^{2} + bc - a^{2}b - ab^{2} - abc =\]
\[= \text{ab} - 2abc + bc.\]
\[(a + b - c) \cdot ab + b(a - b + c) - a\left( ab + b^{2} + bc \right) =\]
\[= a^{2}b + ab^{2} - abc + ab - b^{2} + bc - a^{2}b - ab^{2} - abc =\]
\[= \text{ab} - 2abc + bc.\]