xy(z? + 1) + z(x² + y2) can be factorised as
(a) (xy +z) (yz + x)
(b) (zx + y) (xy + z)
(c) (yz + x) (zx + y) (d) (x² + y2) (z + x)
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Answer:
xy(z2+1) + z(x2+y2)
xyz2+xy +x2z+y2z
Rearranging The Terms
xyz2+x2z+xy+y2z
xz(yz+x)+y(x+yz)
(xz+y)(x+yz)
Step-by-step explanation:
hope it helps you
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