#10 || Problem#2 || Show that π’˜=π’π’π’ˆπ’›, π’›β‰ πŸŽ is analytic || Find π’…π’˜/𝒅𝒛 || Complex Function || 18MAT41||

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#11|| Problem#3 || Show that 𝒇(𝒛)=π’”π’Šπ’π’› is analytic || Find 𝒇^β€² (𝒛) || Calculus of complex functions|
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#11|| Problem#3 || Show that 𝒇(𝒛)=π’”π’Šπ’π’› is analytic || Find 𝒇^β€² (𝒛) || Calculus of complex functions|
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#9 || Problem#1 || Show that π’˜=𝒛+𝒆^𝒛 is analytic || Find π’…π’˜/𝒅𝒛 || Complex functions ||18MAT41 ||
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