a) Find a bilinear transformation, which transforms the unit circle |z| = 1 into the real
axis of the w plane in such a way that...
(Solved)
a) Find a bilinear transformation, which transforms the unit circle |z| = 1 into the real
axis of the w plane in such a way that the points z1 = 1, z2 = i, z3 = -1 are mapped onto w1 = 0, w2 = 1, w3 = infinite.
b) In what regions the interior and exterior of the circle are mapped.
Date posted:
May 10, 2019
.
Answers (1)
Find a bilinear transformation which maps the points
(Solved)

Date posted:
May 10, 2019
.
Answers (1)
Find a bilinear transformation which maps the point z = 0, -i, -1 on the z plane into
w = i, 1, 0 respectively on the...
(Solved)
Find a bilinear transformation which maps the point z = 0, -i, -1 on the z plane into
w = i, 1, 0 respectively on the w plane.
Date posted:
May 10, 2019
.
Answers (1)
Explain the nature of the transformation w = z2 considering the semi-circle with centre
the origin and the radius r on the z –plane
(Solved)
Explain the nature of the transformation w = z2 considering the semi-circle with centre
the origin and the radius r on the z –plane.
Date posted:
May 10, 2019
.
Answers (1)
Let w = 3z + 4 – 5i = f(z)
Find the values of w which corresponds to z = -3 + i on the z...
(Solved)
Let w = 3z + 4 – 5i = f(z)
Find the values of w which corresponds to z = -3 + i on the z plane.
Date posted:
May 10, 2019
.
Answers (1)
Find the image of the point (4, 3) on z plane under the transformation w = 2z2 + 3.
(Solved)
Find the image of the point (4, 3) on z plane under the transformation w = 2z2 + 3.
Date posted:
May 10, 2019
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Answers (1)
Prove that sin z = sin x cos hy + i cos x sin hy
(Solved)
Prove that sin z = sin x cos hy + i cos x sin hy
Date posted:
May 10, 2019
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Answers (1)
Prove that f(z) = 2z2 is continuous at z = z0
(Solved)
Prove that f(z) = 2z2 is continuous at z = z0
Date posted:
May 10, 2019
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Answers (1)
Find the square roots of –15 – 8i
(Solved)
Find the square roots of –15 – 8i
Date posted:
May 2, 2019
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Answers (1)
Solve the equation z4 - 16 = 0
(Solved)
Solve the equation z4 - 16 = 0
Date posted:
May 2, 2019
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Answers (1)
Express z = 4 + 3i in polar form
(Solved)
Express z = 4 + 3i in polar form
Date posted:
May 2, 2019
.
Answers (1)