试求下列函数的双边Laplace变换及收敛域。[tex=4.571x1.357]IXGhGQEgD6E6B1vDQcoGTmmoqE1mjb9kWTHYEtMd4go=[/tex]
举一反三
- 试求下列函数的双边Laplace变换及收敛域。[tex=3.5x1.357]zkQWfxEbo2TtJDNs1fS+vQ==[/tex]
- 试利用Laplace变换的性质求下列函数的Laplace变换。[tex=9.714x2.786]EsyEn7hHZ8RJ2i5cVNU6dYEToOTB+dZdfrYIQteCKi5CXSMsdzU5yF2Vle7y7zSnYESumnUTTeKpQO9HyTIiO6EVpbkc6oi1h5zopQHF/tyRfeZjzeNxx3xcqUCZsaWW[/tex]
- 试利用Laplace变换的性质求下列函数的Laplace变换。[br][/br][tex=3.357x1.357]2vr2aprfE0f//o6pHWZIXA==[/tex]
- 求下列序列的双边[tex=0.5x0.786]gdMkE6SnyZedYLxpUxdkaQ==[/tex]变换[tex=2.071x1.357]0MhZ1zsXck4LsHGlZK0EQA==[/tex],并标明收敛域。[tex=7.571x1.286]aZm3YgQrtc3QftkGdJ3UGwFczEXIM7GCGOLjs0eoxGM=[/tex]
- 求下列序列的双边[tex=0.5x0.786]gdMkE6SnyZedYLxpUxdkaQ==[/tex]变换[tex=2.071x1.357]0MhZ1zsXck4LsHGlZK0EQA==[/tex],并标明收敛域。[tex=9.429x1.286]MgmMwleGfBf1Ls+jKH4LJNqffyID3FEptCyN++yKkM4=[/tex]