I also picked A but I have a question:
If x=1 then \((x^2)-x=0\)
0 is neither even nor negative. Considering this, the rule that \((x^2)-x\) doesn't seem always true. Can someone please explain?
If x=1 then \((x^2)-x=0\)
0 is neither even nor negative. Considering this, the rule that \((x^2)-x\) doesn't seem always true. Can someone please explain?
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