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Factor y2 + 10z - 10y - yz.
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y2 -10y +10z -yz do the rest
You should attempt this by grouping \[y^{2}-10y+10z-yz\] \[y(y-10)-z(y-10)\] Now that both parts of the expression has a common term \[y-10\] You can factor it out and you're left with \[(y-10)(y-z)\]
(z - y)(y - 10) (y - z)(y - 10) (y - z)(10 - y) these are my choice
But wats the answer
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