Constants that appear while solving differential equations
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An arbitrary constant is a constant whose value could be assumed to be anything, just so long as it doesn't depend on the other variables in an equation or expression. A constant that's not arbitrary can usually just take one value (or perhaps, a set of possible values, but not just any value)
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A differential equation has constant coefficients if only constant functions appear as coefficients in the associated homogeneous equation. A solution of a differential equation is a function that satisfies the equation. The solutions of a homogeneous linear differential equation form a vector space.
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