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True or False?
Let α\alphaα, β\betaβ be complex numbers with non-positive real parts. Then ∣eα−eβ∣≤∣α−β∣\large |e^{\alpha} - e^{\beta}| \le |\alpha - \beta|∣eα−eβ∣≤∣α−β∣
Notation: e≈2.718e \approx 2.718e≈2.718 denotes the Euler's number.
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