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Complex Analysis
Construct an entire function f in complex with simple zeros at an = n^(1/2) for n belongs to natural numbers and no other zeros
Complex Analysis
Obtain the 6th roots of -7 , and represent them in an Argand diagram.
Complex Analysis
Obtain the 6th roots of (−7) , and represent them in an Argand diagram.
Complex Analysis
Find the angle between the vectors αÌ…=2i+2j−k and\eta=6i−3j+2k.
a.\\(75^0\\) approximately
b.\\(78^0\\) approximately
c.\\(70^0\\) approximately
d.\\(79^0\\) approximately
a.\\(75^0\\) approximately
b.\\(78^0\\) approximately
c.\\(70^0\\) approximately
d.\\(79^0\\) approximately
Complex Analysis
Using the method of residues, show that:
Integral( 0 to infinity )(dx/1+x^2)=pie/2
Integral( 0 to infinity )(dx/1+x^2)=pie/2
Complex Analysis
Obtain the Laurent series expansion of the function
e^z/(z-2)^2
about the singularity
z =2
e^z/(z-2)^2
about the singularity
z =2
Complex Analysis
Evaluate the integral
Integral [(5z^2-3z+2)]/[(z-1)^3] dz
Close curve C
where C is any simple closed curve enclosing z = 1.
Integral [(5z^2-3z+2)]/[(z-1)^3] dz
Close curve C
where C is any simple closed curve enclosing z = 1.
Complex Analysis
Given that (z_1=r_1(cos∅_1+isin∅_1 and (z_2=r_2(cos∅_2+isin∅_2) evaluate (z_1z_2)
Complex Analysis
Find the fifth root of -1
Complex Analysis
Find the polar form of complex number (2+2isqrt(3))
