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10 cards from this deck
An equation including the derivatives of a function.
Finding the original function from its derivative.
A solution that includes arbitrary constants.
A specific solution using initial values.
As dy/dx = f(x), with x as independent variable.
Integrate f(x) to find y plus the constant of integration.
C is an arbitrary constant in the general solution.
Substitute y and its derivative back into the equation.
To predict and analyze temperature variations over time.
y = e^x + C, where C is a constant.
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