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Analytic function based Questions| Analytic function important question | `f(z)=sqrt(|xy|)`
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Complex analysis
Milne Thomson method
Analytic function based on question solved
If u=e^(x)(x cos y-y sin y) find the analytic function u+iv
Show that the function `u=x^(3)-3xy^(2)` is harmonic and find the corresponding
Prove that the function u=x^(3)-3xy^(2)+3x^(2)-3y^(2)+1 satisfies Laplace's equation and determine the corresponding analytic function u+iv.
Show that the function `f(z)=sqrt(|xy|)` is not analytic at the origin although the Cauchy-Riemann equations are satisfied at that point.
.......…….……......................................................
👉 Complex analysis
Lec. 2
Lec.5
Lec.6
LEC.7
Lec.8
LEC 9 .
👉 Complex analysis Playlist link.
#Complexanalysis
#UniqueclassesofDbg
Instagram link.
Milne Thomson method
Analytic function based on question solved
If u=e^(x)(x cos y-y sin y) find the analytic function u+iv
Show that the function `u=x^(3)-3xy^(2)` is harmonic and find the corresponding
Prove that the function u=x^(3)-3xy^(2)+3x^(2)-3y^(2)+1 satisfies Laplace's equation and determine the corresponding analytic function u+iv.
Show that the function `f(z)=sqrt(|xy|)` is not analytic at the origin although the Cauchy-Riemann equations are satisfied at that point.
.......…….……......................................................
👉 Complex analysis
Lec. 2
Lec.5
Lec.6
LEC.7
Lec.8
LEC 9 .
👉 Complex analysis Playlist link.
#Complexanalysis
#UniqueclassesofDbg
Instagram link.
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Analytic function based Questions| Analytic function important question | `f(z)=sqrt(|xy|)`
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