Q:Let f be entire and suppose that Im f(z) ≥ M for all z. Prove that f must be a constant function.(adsbygoogle = window.adsbygoogle || []).push({});

A: i suppose M is a constant. So Im f(z) is a constant which means the function is a constant.

Am i doing this right ?

but i dont think there will be such a stupid question in my assignment ....

Or M is not even a constant? M can be anything?

THanks

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# Homework Help: Complex analysis prove

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