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  • 3. 8 The Euler Phi Function - Whitman College
    One such is the well-known ${e}^{ix}=\mathrm{cos}x+i\mathrm{sin}x$; substituting $x=\pi$ gives ${e}^{i\pi }=-1$ or ${e}^{i\pi }+1=0$, a remarkable equation containing perhaps the five most important constants in analysis
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