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show that integral from 0 to t f(u)du is 1/s L(s) (laplace transform
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Do mean to show that \[\int_0^\infty e^{-st}dt=\frac1s\]?
@freddy_eighty7 Is that 1/s being mulyipling by L(s)?
[\int\limits_{0}^{t} f(u) du = 1/s L sub f (s) \] if that makes sense
\[\int_0^t f(u) du =\frac1s L ( f (u)) \]?
yes
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