Mate 2

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  • Publicado : 11 de mayo de 2011
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Procedimientos:

y!=-6x2+1x+4 y!!=-12x-x-2
y!=-12(sinx+ex)-3 2(cosx+ex)
y!!=34(sinx+ex)-5 2(cosx+ex)(cosx+ex)+(-12(sinx+ex))-3 2(-sin+ex)
y!=2x2tanx+x3sec2xy!!=4xtanx+2x2sec2x+3x2sec2+x3
y!=sinxsinx-1-cosxcosx(sinx)2 y‼=2sinx cosx+sinx+2cosx(sinx)(sin)4
y!=elnx+41x y‼=elnx+41x1x+elnx+4(-1x-2)

xy!+y+1y y!=1x
xy!+1y y!=1x-y y!(x+1y )=1x-y y!(x+1y )=1x-y y!=1x-y(x+1y )ex+4yy!=5xln5-3 y! 4yy!+3 y!= 5xln5-ex
y!=5xln5-ex4y+3
1x-y!=9xln9+ey(y!)
-eyy!-y!=9xln9-1x y!-ey-1= 9xln9-1x y!=9xln9-1x -ey-1y‼=ln9-x-ey(xln99x-(x9xln9-1)(-1-ey-xey(x9xln9-1-x-xey)(-x-xey)2
cosx+y!=sec2 y!=sec2x-cosx
y‼=2secxsecxtanx+sinx
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Procedimientos:

y!=-6x2+1x+4 y!!=-12x-x-2
y!=-12(sinx+ex)-32(cosx+ex)
y!!=34(sinx+ex)-5 2(cosx+ex)(cosx+ex)+(-12(sinx+ex))-3 2(-sin+ex)
y!=2x2tanx+x3sec2x
y!!=4xtanx+2x2sec2x+3x2sec2+x3
y!=sinxsinx-1-cosxcosx(sinx)2 y‼=2sinx cosx+sinx+2cosx(sinx)(sin)4y!=elnx+41x y‼=elnx+41x1x+elnx+4(-1x-2)

xy!+y+1y y!=1x
xy!+1y y!=1x-y y!(x+1y )=1x-y y!(x+1y )=1x-y y!=1x-y(x+1y )
ex+4yy!=5xln5-3 y! 4yy!+3 y!= 5xln5-ex
y!=5xln5-ex4y+31x-y!=9xln9+ey(y!)
-eyy!-y!=9xln9-1x y!-ey-1= 9xln9-1x y!=9xln9-1x -ey-1
y‼=ln9-x-ey(xln99x-(x9xln9-1)(-1-ey-xey(x9xln9-1-x-xey)(-x-xey)2
cosx+y!=sec2 y!=sec2x-cosx
y‼=2secxsecxtanx+sinxProcedimientos:

y!=-6x2+1x+4 y!!=-12x-x-2
y!=-12(sinx+ex)-3 2(cosx+ex)
y!!=34(sinx+ex)-5 2(cosx+ex)(cosx+ex)+(-12(sinx+ex))-3 2(-sin+ex)
y!=2x2tanx+x3sec2x
y!!=4xtanx+2x2sec2x+3x2sec2+x3...
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