求下列函数的拉普拉斯变换函数.[tex=2.143x1.0]e9dgkRD4ubLrCzzjIX5OfUyW4+5pnwM2tquYJ9KejH4=[/tex]
[tex=9.571x2.5]IXGhGQEgD6E6B1vDQcoGTiGwseAiEbY4vEjqKNx/OoGMF4PvZPB7rzapuVzdumFp2vIEaDhd40AZKEoqY3HOLJRDP0LiBdYfgRfoO39jGt1NAzCugcec8mP22iJLwTa5[/tex][tex=26.286x11.357]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[/tex]
举一反三
- 求下列函数的拉普拉斯变换函数.[tex=2.143x1.0]B46wNd7ngXjifUw9+NBJe6jXbJ/J2uum3hJwtOj8MDA=[/tex]
- 函数y=x²-4x-5的顶点坐标是( ) A: (2,-9) B: (-2,9) C: (4,-9) D: (4,-5)
- 求下列函数的拉普拉斯变换函数.[tex=2.071x2.643]tnHY83Cmw9MztunWK5YVDImP6FkiTuiueyM0osNoSpw=[/tex]
- 求下列函数的拉普拉斯变换函数.[tex=4.286x1.214]gNFkreSD9F3F46XQMWGRSl9zgcn0aY4k8kHFqDPsqBgzISgIiyowmoH0+TBnOgRM[/tex]
- 求下列函数的拉普拉斯变换函数.[tex=2.857x1.357]yjAXYEdX88l/swB5s4ficA==[/tex]
内容
- 0
3.设函数$f(x)={{x}^{4}}\sin x$,则${{f}^{(9)}}(0)=$( )。 A: $\frac{9!}{5!}$ B: $\frac{5!}{9!}$ C: $\frac{1}{5!}$ D: $0$
- 1
求下列函数的拉普拉斯变换.[tex=4.714x1.5]wDrWINLakFufHRPcr5eaSwlKpzf2kMDCx+98z29WNMg=[/tex].
- 2
求下列函数的拉普拉斯变换. [tex=6.857x1.5]LDn2Pr0kVOWyubw3LXxPstTqn0q02xbtimqZLZoYynqbDXOIfUH2T52Ans3Mywk1[/tex]
- 3
求下列函数的拉普拉斯变换.[tex=5.143x1.429]Twf6W4A6HS0rT1DS8KHMGJUu10UC6uDnfmf+cvLgJ90=[/tex].
- 4
求下列函数的拉普拉斯变换. [tex=5.357x1.429]5RKPzuRSMXbfqTAsgct9caq0KIrTRjpfPIAd6rZjp7s=[/tex]