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25. (3 + 4j) (5 – 12j)

25. (3 + 4j) (5 – 12j)

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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Change each number to polar form and then perform the indicated operations.Express the result in rectangular and polar forms . Check by performing the same operation in rectangular form. Only 25,26,27, 28 and 29 need to decide
forms. Check by performing the same operation in rectangular form. In Exercises 25–36, change each number to polar form and then perform the indicated operations. Express the result in rectangular and polar forms. Check by performing the same operation in rectangular form 26. (-2 + 5j) (-1- j) 28. (1 +5j) (4+ 2j) 25. (3 +4)) (5– 12j) 27. (7- 3j) (8 + j) 40j 7. 29. 1-3j 30. 7+ 2j 30 + 40j 31. 5-12j -2+ 5j 32. -1- j 33. (3 + 4j)* 35. (2 + 3j) 34. (-1-j)* 36. (1 2j)° 2020/11/6 14:22 Homework 3.6. Roots of Complex Numbers
Transcribed Image Text:forms. Check by performing the same operation in rectangular form. In Exercises 25–36, change each number to polar form and then perform the indicated operations. Express the result in rectangular and polar forms. Check by performing the same operation in rectangular form 26. (-2 + 5j) (-1- j) 28. (1 +5j) (4+ 2j) 25. (3 +4)) (5– 12j) 27. (7- 3j) (8 + j) 40j 7. 29. 1-3j 30. 7+ 2j 30 + 40j 31. 5-12j -2+ 5j 32. -1- j 33. (3 + 4j)* 35. (2 + 3j) 34. (-1-j)* 36. (1 2j)° 2020/11/6 14:22 Homework 3.6. Roots of Complex Numbers
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