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Derive the differential equation that is satisfied by the family of curves: y(x) = e^x + k
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Would it simply be that y' = e^x?
The original equation is y = e^x + k (y is a function of x)
it is... the constant k will disappear
Ok I wanted to be clear because I thought a differential equation had to have y and at least one of its derivatives.. I guess not then
Thanks :)
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