L {t^{2}*H'(t-3)}
L=(t2(t−3))t−3=L;t²=1t−3=L;t=1²,=1t−3=L;t=11−3=L;t=1L=−2; t=1L = ( {t^{2}(t-3)})\\ t-3 =L;\quad t²=1\\ t-3 =L;\quad t=\sqrt{1² },=1\\ t-3 =L;\quad t=1\\ 1-3 =L;\quad t=1\\ L =-2; \quad \ \ \ t=1L=(t2(t−3))t−3=L;t²=1t−3=L;t=1²,=1t−3=L;t=11−3=L;t=1L=−2; t=1
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