Find all the complex roots. Leave your answers in polar form with the argument in degrees. The complex fifth roots of - 2i OA. 5√2 (cos 54° + i sin 54°), √ (cos 126° + i sin 126°), √2 (cos 198° + i sin 198°), √ (cos 270° + i sin 270°), 5√2 (cos 342° + i sin 342°) OB. 4√/2 (cos 54° + i sin 54°), √ (cos 126° + i sin 126°), √ (cos 198° + i sin 198°), √ (cos 270° + i sin 270°), √ (cos 342° + i sin 342°) OC. 5√2 (cos 45° + i sin 45°), 5√2 (cos 117° + i sin 117°), 2(cos 189° + i sin 189°), 5√2 (cos 261° + i sin 261°), 5√2(cos 333° + i sin 333°) D. 32(cos 54° + i sin 54°), 32( cos 126° + i sin 126°), 32(cos 198° + i sin 198°), 32( cos 270° + i sin 270°), 32( cos 342° + i sin 342°)

Q: Express the complex number -8i in the form R(cos(0) + i sin(0)) = Re0 where R > 0 and 0<o< 2n. NOTE:…

A:

Q: Find all the complex cube roots. Leave your answer in polar form with the argument in degrees.…

A: Given: The complex number is given by 23+2i. To find: We have to find all the complex cube roots of…

Q: O 6 (cos5+ i sin )

A: Since the complex number lies fourth quadrant So sin value negative and cos value positive

Q: Convert the complex number to trigonometric form. 2=2-3 i O 13 (cos 304° + i sin 304°) O √13 (cos…

A:

Q: What is the polar form of 8i?

A: Find out the polar form of 8i

Q: E. z4 = 2 – 3i E.z2 = sin(1+ i)

A:

Q: Find three cube roots for the complex number. Leave your answers in trigonometric form. - 323 - 32i…

A: We know that a complex number x+iy can be expressed in polar form as reiθ, where r=x2+y2 and…