- #1

- 6

- 0

f : E[tex]\rightarrowR[/tex]

1_1 , onto , contonuo

such that

f[tex]^{}-1[/tex] : f(E) [tex]\rightarrowR[/tex]

is not continows

Please help me in finding a solution

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- Thread starter To0ta
- Start date

- #1

- 6

- 0

f : E[tex]\rightarrowR[/tex]

1_1 , onto , contonuo

such that

f[tex]^{}-1[/tex] : f(E) [tex]\rightarrowR[/tex]

is not continows

Please help me in finding a solution

- #2

Mentallic

Homework Helper

- 3,798

- 94

Can you repost it such that it's more readable please?

- #3

- 179

- 2

Let [itex]E\subseteq \mathbb{R}[/itex]. Find a function [itex]f : E\rightarrow \mathbb{R}[/itex] that is one-to-one, onto, and continuous such that [itex]f^{-1} : f(E) \rightarrow \mathbb{R}[/itex] is not continuous.

Is this your question?

- #4

- 6

- 0

Yes, this is my question

- #5

- 459

- 0

what about e^x?

- #6

Mark44

Mentor

- 34,876

- 6,615

Yes, this is my question

Why don't you just type your question? All of the stuff you are doing with special fonts, centering, and font size is distracting.

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