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The function f is defined by
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\[f:x \rightarrow x^2-x,x \in~\mathbb{R}\]
State whether f is one-to-one,giving a reason for the statement.If the domain of f is restricted to the subset of\[\mathbb{R}\]for which\[x\ge~k\]find the least value of k for which f is one-to-one.
Answer: No. f(0)=f(1)=0
Not sure how to do next.. find the least value of k for which f is one-to-one.
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