Ordinary differential equations
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Introduction to the unit step function and its Laplace Transform.
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Another example where the nonhomogeneous part is a polynomial.
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Understanding how the product of the Transforms of two functions relates to their convolution.
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Useful properties of the Laplace Transform.
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Laplace Transform of t^n: L{t^n}.
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Another example using undetermined coefficients.
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Now that we've made the equation exact, let's solve it!
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Introduction to the Convolution.
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Part 2 of getting the Laplace transform of sin(at).
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Determining the Laplace Transform of t.
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Figuring out the Laplace Transform of the Dirac Delta Function.
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Laplace Transform of sin(at) (part 1).
