What about C^x?
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It's c^x*ln(c)
End of conversation
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Nice! Also to note of course that C = f(0).
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This is good but I've had profs that would ding it for mixing notations. I had 1 prof that would hit it again for using Newton's at all
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Isn't this because the first order linear differential equation has a unique solution? Very cool proof!
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e^x is its own derivative & its own antiderivative. Sin is its own fourth derivative, i.e. (sinx)⁽⁴⁾ = sinx
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In high school we defined exp as the only function so that exp' = exp and exp(0) = 1 Cauchy-Lipschitz is near :)
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You used that you want to demonstrate in the beginning, lol
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You have proved that f(x)e^-x is constant
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The prove is a bug!
End of conversation
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