Question:
Evaluate the expression using De Moivre's Theorem: √3 - i
Last updated: 8/13/2022
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Evaluate the expression using De Moivre's Theorem: √3 - i Steps: a) 3 − i = b) √√/3 − i = cis( ) So the root has r = cis Round to 4 decimal places. 12 2 and 0 = c) √√/3-i = Give your answer in a + bi form round to 3 decimal places. See Example 10 in textbook pages ».