QUESTION 26 26. Given: z,₁ = 5-5√3i and z2= −3√3+3i. In which quadrant is z., and z., draw argand diagrams for z., and z.. Attach File Browse Local Files

Algebra & Trigonometry with Analytic Geometry
13th Edition
ISBN:9781133382119
Author:Swokowski
Publisher:Swokowski
Chapter7: Analytic Trigonometry
Section7.5: Product-to-sum And Sum-to-product Formulas
Problem 37E
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QUESTION 26
26. Given: z₁ = 5-5√3i and z₂ = −3√3+3i. In which quadrant is z., and z., draw argand diagrams for z., and z
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QUESTION 27
27. Consider Z₁ and
given in 26 above, determine the Euler form of z₁
and z
22
2₂.
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QUESTION 28
28. lfz₁ = 5-5√√3i is raised to exponent 4 and 2₂=-3√3+3i is raised to exponent 6, use De Moivre's theorem to express each binomial expression
in the real-imaginery form.
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Transcribed Image Text:QUESTION 26 26. Given: z₁ = 5-5√3i and z₂ = −3√3+3i. In which quadrant is z., and z., draw argand diagrams for z., and z Attach File Browse Local Files QUESTION 27 27. Consider Z₁ and given in 26 above, determine the Euler form of z₁ and z 22 2₂. Attach File Browse Local Files QUESTION 28 28. lfz₁ = 5-5√√3i is raised to exponent 4 and 2₂=-3√3+3i is raised to exponent 6, use De Moivre's theorem to express each binomial expression in the real-imaginery form. Attach File Browse Local Files
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QUESTION 27
27. Consider z., and z., given in 26 above, determine the Euler form of 2₁
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and ²2°
Transcribed Image Text:QUESTION 27 27. Consider z., and z., given in 26 above, determine the Euler form of 2₁ Attach File Browse Local Files and ²2°
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