3. Find the polar (re) representation for the following complex numbers: (a) j² + 2j + 1 and (b) (j +√3)². 4. For the pr
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3. Find the polar (re) representation for the following complex numbers: (a) j² + 2j + 1 and (b) (j +√3)². 4. For the pr
question number 2, express each term in parantheses in the polar reje form and then carry out the multiplication. (Your answer must match with the result you obtained for the answer to question number 2, above.) 5. In the continued product of complex numbers (2 − j) (−3 + 2j)(5 – 4j), express each of the complex numbers in parantheses in the exponential (or polar reje form) and carry out the multiplication. Verify your result by direct straightforward multiplication.
3. Find the polar (re) representation for the following complex numbers: (a) j² + 2j + 1 and (b) (j +√3)². 4. For the problem in