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Undid revision 1275166756 by Jacobolus (talk) and restoring the anchors, although they are not used in Euler's formula |
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where {{tmath|c}} is an arbitrary constant and the integral denotes any [[antiderivative]] of its argument.
More geneally, the solutions of every linear differential equation with constant coefficients can be expressed in terms of exponential functions and, when they are not homogeneous, antiderivatives. This holds true also for systems of linear differential equations with constant coefficients.
==Complex exponential==
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