Show-that-f-z-z-2-is-uniformly-continous-in-the-region-z-lt-R-where-0-lt-R-lt-Help-

Question Number 185245 by Mastermind last updated on 19/Jan/23

Show that f (z) = z^{2} is uniformly

continous in the region ∣ z ∣< R

where 0 < R < \infty .

Help!

Commented by Frix last updated on 19/Jan/23

What does “ uniformly {continous}^{″} mean ?

The answer to your question is easy once

you understood the definition .

Answered by 123564 last updated on 20/Jan/23

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