factorise
1 + X + y - z + xy - yz - zx - xyz
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Answer:
(xy • (ab - 1)) + xz • (1 - ab)
xy • (ab - 1) + xz • (1 - ab)
:
Pull out ab-1
Note that 1-ab =(-1)• ab-1
After pulling out, we are left with :
(ab-1) • ( xy * (-1) - xz * (-1) ))4.1 Pull out like factors :
xz - xy = -x • (y - z)
Final result :
-x • (ab - 1) • (y - z)
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