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Mathematics, 09.01.2020 01:31 maraa013001

Let u and v denote the real and
imagnarycomponents of the function f defined by
theequations

verify that the
cauchy-riemannequations and are satiesfied at the origin. also show that nevertheless fails to exists. whythis happen when the
cauchy riemann equations are satiesfied at theorigin but nevrtheless fails to exists.

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Answers: 3

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Let u and v denote the real and
imagnarycomponents of the function f defined by
theequat...
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