Find the product of the given complex numbers. z1 = 8(cos20° + isin20°) z2 = 2(cos40° + i sin40°)

Step-by-step explanation:

Given complex numbers:

z1 = 8(cos20° + isin20°)

z2 = 2(cos40° + i sin40°)

z1.z2 = 8(cos20° + isin20°) * 2(cos40° + i sin40°)

Converting degree to radians:

8(cos(π/9) + isin(π/9)) * 2(cos(2π/9) + i sin(2π/9))

Use the following identity:

8(cos(π/9) + isin(π/9)) * 2(cos(2π/9) + i sin(2π/9)) will become:

=

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