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Calculus Week13 Bab522b 526 Integral Tertentu

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  • 7/31/2019 Calculus Week13 Bab522b 526 Integral Tertentu

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    INTEGRAL TERTENTU

    1

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    V. INTEGRAL TERTENTU

    5.1 Pengertian Integral Tertentu

    5.2 Aplikasi Integral

    5.2.1 Luas Daerah

    5.2.2 Volume Benda Putar

    5.2.3 Panjang Kurva

    5.2.4 Luas Permukaan Benda Putar

    5.2.5 Usaha atau Kerja

    5.2.6 Momen dan Pusat Massa (Titik Berat)

    2Prepared by : Tony Hartono Bagio

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    5.2 Aplikasi Integral

    b. Metode Kulit Tabung

    Prepared by : Tony Hartono Bagio 3

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    5.2 Aplikasi Integral Apabila daerah tersebut diputarmengelilingi sumbu Y

    sebagai sumbu putarnya, maka volume benda putar yang

    terjadi dapat dicari sebagai berikut.

    Prepared by : Tony Hartono Bagio4

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    5.2 Aplikasi Integral

    Prepared by : Tony Hartono Bagio 5

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    5.2 Aplikasi Integral

    Prepared by : Tony Hartono Bagio 6

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    5.2 Aplikasi Integral

    5.2.3 Panjang Kurva

    Prepared by : Tony Hartono Bagio 7

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    5.2 Aplikasi Integral

    Prepared by : Tony Hartono Bagio 8

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    5.2 Aplikasi Integral

    Diferensial Panjang Busur

    Prepared by : Tony Hartono Bagio 9

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    5.2 Aplikasi Integral 5.2.4 Luas Permukaan Benda Putar

    Prepared by : Tony Hartono Bagio 10

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    5.2 Aplikasi Integral

    Prepared by : Tony Hartono Bagio 11

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    5.2 Aplikasi Integral 5.2.5 Usaha atau Kerja

    a. Aplikasi pada Pegas

    Prepared by : Tony Hartono Bagio 12

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    5.2 Aplikasi Integral

    5.2.6 Momen dan Pusat Massa (Titik Berat)

    a. Distribusi massa yang kontinu pada suatu garis

    Prepared by : Tony Hartono Bagio 13

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    5.2 Aplikasi Integral

    b. Distribusi massa yang kontinu pada bidang

    Prepared by : Tony Hartono Bagio 14

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    5.2 Aplikasi Integral

    Prepared by : Tony Hartono Bagio 15

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    5.2 Aplikasi Integral

    Prepared by : Tony Hartono Bagio 16

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    5.2 Aplikasi Integral

    Prepared by : Tony Hartono Bagio 17


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