For the given complex numbers: Z1 = 4 - 2i and Z2 = -1 +3i, find: Z1 - 2*Z2 Select one: O a. 5- 5i .O b.6 - 7i O c. 2 + 4i d. 6-8i

Q: For the complex numbers • w = 3-5 i • z = -4+7 i Enter exact value of the imaginary part of their…

A: Product of two complex numbers (a+ib)(c+id)=ac-bd+i(ad+bc)

Q: 2. Find the square roots of the complex number: Z=3+4√7 i

A: Square root of complex number

Q: Simplify the following con

A: Given,        -13+3i43

Q: Divide complex numbers: 4 2i 3- i

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Q: In the complex number 3 + 4i, the absolute value is: А. 3 В. 4 С.5 D. 6

A: Solution

Q: Divide complex numbers: 5- 21 1-21

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Q: V-75 + V25 х -36 с.

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Q: Find the complex conjugates for each number below. Please note that the line above the number is the…

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Q: Multiply. (-8+6i)(5-9i) (-8+6i)(5-9i)= (Simplify your answer. Type your answer in the form a + bi.)

A: Given that(-8+6i)(5-9i)

Q: 1. Write the complex number i+ 2 in the form of reio

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Q: Q4a. Evaluate the complex number e2+3i In(2+i) 3+4i

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Q: of the complex number: (27V3 27 3

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Q: Simplify: 5 + 3i35 +2i23 2i

A: Given i55+3i35+2i23-2i12 Here, we have to simplify the given expression.

Q: the argument of the Complex number: Z= ¹+√ √B-j

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Q: 42. V2(cos(-60°) + i sin(-60°))

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Q: Write the following complex numbers in exponential form: z = r exp (10) z = 9+8i, w=-4-10 i, u=4-5i

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Q: Express the following in the form a + bi, where a and b are real numbers: 60i-11

A: Introduction: Like a real number, the square roots of a complex number can also be determined. A…

Q: What is the simplified form of the complex mumber А. 1 C. 8+ 6v3i D.-10-i В.

A: