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prove that g(x)=1/x^6 is not-one-to one? How do I isolate the x?
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you don't have to
not one to one since all negative values plugged into x yeild the same value as if the positive was plugged in
just need a counterexample
here is my proof \[f(2)=f(-2)=\frac{1}{64}\] qed as we say
Oh I see thanks! I was stuck on isolating that x..because the last problems I was doing were asking me to prove a function IS one-to-one by isolating x. Thanks again.
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