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RolyPoly
Solve the integral equation by convolution \[y(t) = 1+\int_0^ty(u)du\]
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\[L(y(t)) =L(1 + \int_0^t y(u)du)\]\[Y = \frac{1}{s}+\frac{Y}{s}\]\[Y =\frac{1}{s-1}\]\[y=e^t\]
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