Question #1706

Need help with following Q:

X is the ray {0,infinity) and the topological structure consists of {}, X, and all rays (b, infinity) with b>=0. Please prove that every continuous bijection of this space X onto itslef is a homeomorphism.

Thank you very much.

X is the ray {0,infinity) and the topological structure consists of {}, X, and all rays (b, infinity) with b>=0. Please prove that every continuous bijection of this space X onto itslef is a homeomorphism.

Thank you very much.

Expert's answer

Unfortunately, your question requires more work than to be done for free. You can submit it as an assignment to our control panel set the deadline and our programmers will assist you.

## Comments

## Leave a comment