+6251 \(\text{There is only one complex number that equals 2. That number is ... 2}\\ \text{That being said there are an infinite number of representations of the complex number 2}\\ 2 = 2e^{i 2k \pi},~k\in \mathbb{Z}\\ \text{Four of these are $2e^{i2\pi},2e^{i4\pi},2e^{i6\pi},2e^{i8\pi}$}\)
.+6251 \(\text{There is only one complex number that equals 2. That number is ... 2}\\ \text{That being said there are an infinite number of representations of the complex number 2}\\ 2 = 2e^{i 2k \pi},~k\in \mathbb{Z}\\ \text{Four of these are $2e^{i2\pi},2e^{i4\pi},2e^{i6\pi},2e^{i8\pi}$}\)
