The complex number z = 4(cos(5pi/6) + isin(5pi/6)) is given as z = -3.464 + 2i in standard form
What is a complex number?
Complex numbers are the numbers which is in the form of:
a + ib where, a,b are real numbers and 'i' is an imaginary number.
The complex number can also be represented in polar form as:
z = r(cosФ + isinФ)
Given the complex number:
z=4(cos(5pi/6) + isin(5pi/6)), hence converting to standard form gives:
z = -3.464 + 2i
The complex number z = 4(cos(5pi/6) + isin(5pi/6)) is given as z = -3.464 + 2i in standard form
Find out more on complex number at: https://brainly.com/question/10662770
