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CFC PFD Rev. 1114 Use Earlier of postmark or Hand Delivered Date STATE OF GEORGIA PERSONAL FINANCIAL DISCLOSURE STATEMENT 200 Piedmont Avenue S.E.I Suite 1402 West Tower 1 Atlanta, GA 30334 1404-463-19801
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How to fill out i -2 i

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01
To fill out i -2 i, we first need to understand what the "i" represents. In mathematics, "i" stands for the imaginary unit, which is defined as the square root of -1.
02
Start by substituting the value of "i" in the expression i -2 i. Since "i" is the square root of -1, we can write it as √(-1).
03
Apply the subtraction operation. In this case, we have i - 2i, which can be simplified as √(-1) - 2√(-1).
04
Combine like terms and simplify the expression. The expression √(-1) is a common factor, so we can factor it out and rewrite the expression as (1 - 2)√(-1). Simplifying further, we get -√(-1).
05
The result of filling out i -2 i is -√(-1). However, it is important to note that the square root of -1 does not have a real number solution. Instead, it is expressed as "i" in mathematics, representing the imaginary unit.

Who needs i -2 i?

01
Students studying complex numbers and imaginary units in mathematics.
02
Engineers and scientists working with complex numbers in various fields, such as electric circuits or signal processing.
03
Mathematicians and researchers exploring the properties and applications of complex numbers.
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i -2 i is the result of subtracting 2i from i.
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The purpose of i -2 i is to calculate the difference between i and 2i.
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