Integral Definida

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cons@f_,k_,a_,b_D := ModuleB8<, PlotBTooltip@8f,kf<D, 8x, a, b<, AxesOrigin 80, 0<, PlotRange Automatic, PlotStyle 88Blue, Opacity@0.7D, Thickness@0.007D<, 8Orange, Thickness@0.007D<<, Epilog 8Text@Style@"a", 16, Italic, BoldD, 8a, -0.15<D, Text@Style@"b", 16, Italic, BoldD, 8b, -0.15<D<, PlotLabel ColumnB:RowB:HoldFormB a b kf xF," = ", HoldFormBk a b f xF>F, StyleBRowB:HoldFormB a b kf xF," = ", a b kf x>F, OrangeF, StyleBRowB:HoldFormBk a b f xF," = ", a b kf x>F, BlueF>F, Filling 81 8Axis, LightBlue<,2 881<, LightOrange<<FF cons@Sin@xD, 2, -1, 4D -1 1 2 3 4 -1.5 -1.0 -0.5 0.5 1.0 1.5 2.0 -1 4 2 sinHxL x = 2 -1 4 sinHxL x -1 4 2 sinHxL x = 2 HcosH1L - cosH4LL 2 -1 4 sinHxL x = 2 HcosH1L - cosH4LL a b

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Integral Definida

Transcript of Integral Definida

  • cons@f_, k_, a_, b_D := ModuleB8
  • ani = ManipulateBcons@f, k, 0, If@b 0, b + 0.000001, bDD, 9f, 9Sin@xD, x2, Exp@xD, 3 x5 - 5 x3, Cos@xD==, 88k, 3>F

    0bk fHxLx = k0bfHxLxf Sin@xD x2 x -5 x3 + 3 x5 Cos@xDk 3

    b3

    2

    1 2 3 4

    -3

    -2

    -1

    1

    2

    3

    03 2 3 sinHxL x = 3 0

    3 2 sinHxL x

    03 2 3 sinHxL x = 3

    3 03 2 sinHxL x = 3

    a b

    SetDirectory@"D:\\"DD:\

    Export@"animacion1.swf", aniDanimacion1.swf

    2 Propiedad.nb