Question: can you give me a counter example when f : R 2 R that satisfies the hypothesis but does not satisfy the conclusion Consider the

can you give me a counter example whenf:R2R that satisfies the hypothesis but does not satisfy the conclusion

but does not satisfy the conclusion Consider the converse proposition of (6.1)

Consider the converse proposition of (6.1) given below: If 05\") is a convex set for each a: E R, then f is a. one-to-one function. Let f : R" > R be a function

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