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z;O}^;&qT0eiOqG`RiRJw7WMUVOeBuK5%4hqs)VT+ambXyHxtWyHo+SQk}Vcd?f0GNsF#-Q0k5OZ}yS(#F0T@1$Q$kt5 zUv?KiF`rVRkLjY*MWf44bomh$+mWcK*2)6=S1B^@HRid-yw+?~fC0!7pd^b%>nxOM Kwef4W7Wx;Y!7nuc diff --git a/materi/_build/html/_sources/intro.md b/materi/_build/html/_sources/intro.md index 5885eed..ee8ff5f 100644 --- a/materi/_build/html/_sources/intro.md +++ b/materi/_build/html/_sources/intro.md @@ -7,8 +7,9 @@ It does not go in-depth into any particular topic - check out [the Jupyter Book Check out the content pages bundled with this sample book to see more. -![image](img/utm.png) - +
+ +
#### Biodata: * NAMA : Muhammad Fajar Nugroho * NIM : 240411100103 diff --git a/materi/_build/html/intro.html b/materi/_build/html/intro.html index a77f2b9..36004c4 100644 --- a/materi/_build/html/intro.html +++ b/materi/_build/html/intro.html @@ -382,7 +382,6 @@

Contents

@@ -402,18 +401,16 @@

MATEMATIKA DISKRETthe Jupyter Book documentation for more information.

Check out the content pages bundled with this sample book to see more.

-

image

-
-

Biodata:#

-
    -

  • NAMA : Muhammad Fajar Nugroho

    • -

  • NIM : 240411100103

    • -

  • PRODI: Teknik Informatika

    • -

  • KELAS : IF 2D

    • -

  • DOSEN : Mula’ab, S.Si., M.Kom.

    • -

  • WEBSITE : https://mfjrxn.dev

    • -
-
+
+ +
+#### Biodata: +* NAMA : Muhammad Fajar Nugroho +* NIM : 240411100103 +* PRODI: Teknik Informatika +* KELAS : IF 2D +* DOSEN : Mula'ab, S.Si., M.Kom. +* WEBSITE : https://mfjrxn.dev

Materi:#

@@ -482,7 +479,6 @@

Materi:#

diff --git a/materi/_build/html/searchindex.js b/materi/_build/html/searchindex.js index 506dd9b..763405f 100644 --- a/materi/_build/html/searchindex.js +++ b/materi/_build/html/searchindex.js @@ -1 +1 @@ -Search.setIndex({"alltitles": {"1. Himpunan A \\cup \\emptyset = A": [[2, "himpunan-a-cup-emptyset-a"]], "1. Hukum Asosiatif untuk Gabungan (Union): (A \\cup B) \\cup C = A \\cup (B \\cup C)**": [[2, "hukum-asosiatif-untuk-gabungan-union-a-cup-b-cup-c-a-cup-b-cup-c"]], "1. Hukum Gabungan A \\cup U = U": [[2, "hukum-gabungan-a-cup-u-u"]], "1. Hukum Komutatif untuk Gabungan (Union):A \\cup B = B \\cup A": [[2, "hukum-komutatif-untuk-gabungan-union-a-cup-b-b-cup-a"]], "1. Irisan Himpunan dengan Diri Sendiri: \ud835\udc34 \\cap \ud835\udc34": [[2, "irisan-himpunan-dengan-diri-sendiri-cap"]], "1.Hukum De Morgan untuk Gabungan: \\overline{A \\cup B} = \\overline{A} \\cap \\overline{B}": [[2, "hukum-de-morgan-untuk-gabungan-overline-a-cup-b-overline-a-cap-overline-b"]], "1.Hukum Distributif Union terhadap Intersection: A \\cup (B \\cap C) = (A \\cup B) \\cap (A \\cup C)": [[2, "hukum-distributif-union-terhadap-intersection-a-cup-b-cap-c-a-cup-b-cap-a-cup-c"]], "2. Gabungan Himpunan dengan Diri Sendiri: A \\cup A": [[2, "gabungan-himpunan-dengan-diri-sendiri-a-cup-a"]], "2. Himpunan A \\cap U = A": [[2, "himpunan-a-cap-u-a"]], "2. Hukum Asosiatif untuk Irisan (Intersection): (A \\cap B) \\cap C = A \\cap (B \\cap C)": [[2, "hukum-asosiatif-untuk-irisan-intersection-a-cap-b-cap-c-a-cap-b-cap-c"]], "2. Hukum Irisan dengan Himpunan Kosong: A \\cap \\emptyset = \\emptyset": [[2, "hukum-irisan-dengan-himpunan-kosong-a-cap-emptyset-emptyset"]], "2. 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Himpunan A \\cup \\emptyset = A": [[2, "himpunan-a-cup-emptyset-a"]], "1. Hukum Asosiatif untuk Gabungan (Union): (A \\cup B) \\cup C = A \\cup (B \\cup C)**": [[2, "hukum-asosiatif-untuk-gabungan-union-a-cup-b-cup-c-a-cup-b-cup-c"]], "1. Hukum Gabungan A \\cup U = U": [[2, "hukum-gabungan-a-cup-u-u"]], "1. Hukum Komutatif untuk Gabungan (Union):A \\cup B = B \\cup A": [[2, "hukum-komutatif-untuk-gabungan-union-a-cup-b-b-cup-a"]], "1. Irisan Himpunan dengan Diri Sendiri: \ud835\udc34 \\cap \ud835\udc34": [[2, "irisan-himpunan-dengan-diri-sendiri-cap"]], "1.Hukum De Morgan untuk Gabungan: \\overline{A \\cup B} = \\overline{A} \\cap \\overline{B}": [[2, "hukum-de-morgan-untuk-gabungan-overline-a-cup-b-overline-a-cap-overline-b"]], "1.Hukum Distributif Union terhadap Intersection: A \\cup (B \\cap C) = (A \\cup B) \\cap (A \\cup C)": [[2, "hukum-distributif-union-terhadap-intersection-a-cup-b-cap-c-a-cup-b-cap-a-cup-c"]], "2. Gabungan Himpunan dengan Diri Sendiri: A \\cup A": [[2, "gabungan-himpunan-dengan-diri-sendiri-a-cup-a"]], "2. Himpunan A \\cap U = A": [[2, "himpunan-a-cap-u-a"]], "2. Hukum Asosiatif untuk Irisan (Intersection): (A \\cap B) \\cap C = A \\cap (B \\cap C)": [[2, "hukum-asosiatif-untuk-irisan-intersection-a-cap-b-cap-c-a-cap-b-cap-c"]], "2. Hukum Irisan dengan Himpunan Kosong: A \\cap \\emptyset = \\emptyset": [[2, "hukum-irisan-dengan-himpunan-kosong-a-cap-emptyset-emptyset"]], "2. 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any particular topic - check out [the Jupyter Book Check out the content pages bundled with this sample book to see more. -![image](img/utm.png) - +
+ +
#### Biodata: * NAMA : Muhammad Fajar Nugroho * NIM : 240411100103