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In Exercises 1 through 8 use the parallelogram law to form the sum and difference of the given complex numbers and then verify the results by direct addition and subtraction. 5. u = 3+ 6i, v = -4+ 2i. 2. u = 4 +7i, v = -2 - 3i. 6. u = -3+ 2i, v = 6i. 7. u = -4+2i, v =-4- 10i. 8. u = 4 +7i, v = -3 + 5i. 1. u = 2+3i, v = 1 – 2i. %3D 3. u = -3, v = -3 – 4i. %3D 4. u = 4+ 3i, v = 3+ 4i.

In Exercises 1 through 8 use the parallelogram law to form the sum and difference of the given complex numbers and then verify the results by direct addition and subtraction. 5. u = 3+ 6i, v = -4+ 2i. 2. u = 4 +7i, v = -2 - 3i. 6. u = -3+ 2i, v = 6i. 7. u = -4+2i, v =-4- 10i. 8. u = 4 +7i, v = -3 + 5i. 1. u = 2+3i, v = 1 – 2i. %3D 3. u = -3, v = -3 – 4i. %3D 4. u = 4+ 3i, v = 3+ 4i.

Advanced Engineering Mathematics
Advanced Engineering Mathematics
10th Edition
ISBN:9780470458365
Author:Erwin Kreyszig
Publisher:Erwin Kreyszig
Chapter2: Second-order Linear Odes
Section: Chapter Questions
Problem 1RQ
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In Exercises 1 through 8 use the parallelogram law to form the sum and difference of the given complex numbers and then verify the results by direct addition and subtraction. 1. u = 2+3i, v = 1 – 2i. 2. u = 4 +7i, v = -2 - 3i. 6. u = -3+ 2i, v = 6i. 3. u = -3, v =-3 – 4i. 4. u = 4+ 3i, v = 3+ 4i. 5. u = 3+ 6i, v = -4 + 2i. %3D 7. u = -4+2i, v =-4 – 10i. 8. u = 4 +7i, v = -3 + 5i. %3D %3D
Transcribed Image Text:In Exercises 1 through 8 use the parallelogram law to form the sum and difference of the given complex numbers and then verify the results by direct addition and subtraction. 1. u = 2+3i, v = 1 – 2i. 2. u = 4 +7i, v = -2 - 3i. 6. u = -3+ 2i, v = 6i. 3. u = -3, v =-3 – 4i. 4. u = 4+ 3i, v = 3+ 4i. 5. u = 3+ 6i, v = -4 + 2i. %3D 7. u = -4+2i, v =-4 – 10i. 8. u = 4 +7i, v = -3 + 5i. %3D %3D
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