Math is broken: 2 = 1

Algebra Level 2

Ok, I know there is a lot of \(2=1\) proof on the internet. And, as you can guess, I "invented" mine, so, the only thing you'll have is to enter the incorrect step (indicate the result of the step, so if the incorrect step is between 1 and 2, put 2). Just wanted to say that the title is incorrect, and ​no, math is not broken 😂.

  1. \(2 =1+1\)

  2. \(2 = 1 + (−1) * (−1)\)

  3. \(2 = 1 + (e^{πi})^2\)

  4. \(2 = (e^{πi})^2 +(e^{πi})^2 \)

  5. \(2 = (e^{\pi i})^4\)

  6. \(\sqrt[4]{2}=e^{πi}\)

  7. \(\sqrt[4]{2} = −1\)

  8. \(2 = (−1)^4 \)

  9. \(2 = 1\) 😱

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