1- Assume that x, y ER and z = x+ iy E C and answer the...
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1- Assume that x, y ER and z = x+ iy E C and answer the followings: Find the linear transform which converts Re{z} > 3 area to inside the unit circle with center (0,1). b- Find the linear transform which converts Im{z} > 1 area to outside the unit circle with a- center (0,-1). C- Find the linear transform which converts inside the circle has a radius 2 and center is (0,-2) to Im{z} > -2. d- Find the linear transform which converts outside the circle has a radius 1 and center is (1,0) to Im{z} > 3. Consider the linear transform w = z+b form .Find b,c and d, if w=0 for z=1+i, w=3i for z=4 е- cz+d and w=-i for z=-2. 1- Assume that x, y ER and z = x+ iy E C and answer the followings: Find the linear transform which converts Re{z} > 3 area to inside the unit circle with center (0,1). b- Find the linear transform which converts Im{z} > 1 area to outside the unit circle with a- center (0,-1). C- Find the linear transform which converts inside the circle has a radius 2 and center is (0,-2) to Im{z} > -2. d- Find the linear transform which converts outside the circle has a radius 1 and center is (1,0) to Im{z} > 3. Consider the linear transform w = z+b form .Find b,c and d, if w=0 for z=1+i, w=3i for z=4 е- cz+d and w=-i for z=-2.
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Related Book For
Probability and Stochastic Processes A Friendly Introduction for Electrical and Computer Engineers
ISBN: 978-1118324561
3rd edition
Authors: Roy D. Yates, David J. Goodman
Posted Date:
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