fixed grammar
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user173
user173

Usually not. The constants $e$ and $\pi$ have great applications, which should be their motivation.

Maybe in an algebra class that introduces $i$, if you're discussing the geometry of the complex plane might, then Euler's formula could be relevant.

Definitely in a differential equations class, where solutions often involve exponentiating complex numbers, Euler's formula is important.

Usually not. The constants $e$ and $\pi$ have great applications, which should be their motivation.

Maybe in an algebra class that introduces $i$, if you're discussing the geometry of the complex plane might, then Euler's formula could be relevant.

Definitely in a differential equations class, where solutions often involve exponentiating complex numbers, Euler's formula is important.

Usually not. The constants $e$ and $\pi$ have great applications, which should be their motivation.

Maybe in an algebra class that introduces $i$, if you're discussing the geometry of the complex plane, then Euler's formula could be relevant.

Definitely in a differential equations class, where solutions often involve exponentiating complex numbers, Euler's formula is important.

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user173
user173

Usually not. The constants $e$ and $\pi$ have great applications, which should be their motivation.

Maybe in an algebra class that introduces $i$, if you're discussing the geometry of the complex plane might, then Euler's formula could be relevant.

Definitely in a differential equations class, where solutions often involve exponentiating complex numbers, Euler's formula is important.