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a\left(bc-ac-b^{2}+ab\right)
Factor out a.
c\left(-a+b\right)-b\left(-a+b\right)
Consider bc-ac-b^{2}+ab. Do the grouping bc-ac-b^{2}+ab=\left(bc-ac\right)+\left(-b^{2}+ab\right), and factor out c in the first and -b in the second group.
\left(-a+b\right)\left(c-b\right)
Factor out common term -a+b by using distributive property.
a\left(-b+c\right)\left(-a+b\right)
Rewrite the complete factored expression.