diff --git a/notes/.obsidian/plugins/obsidian-activity-history/data.json b/notes/.obsidian/plugins/obsidian-activity-history/data.json index 4510f0a..2ba9b3c 100644 --- a/notes/.obsidian/plugins/obsidian-activity-history/data.json +++ b/notes/.obsidian/plugins/obsidian-activity-history/data.json @@ -12,8 +12,8 @@ "checkpointList": [ { "path": "/", - "date": "2024-11-04", - "size": 4790939 + "date": "2024-12-13", + "size": 5786283 } ], "activityHistory": [ @@ -1663,6 +1663,62 @@ { "date": "2024-11-04", "value": 0 + }, + { + "date": "2024-11-09", + "value": 113 + }, + { + "date": "2024-11-12", + "value": 82644 + }, + { + "date": "2024-11-14", + "value": 1800 + }, + { + "date": "2024-11-19", + "value": 873 + }, + { + "date": "2024-11-21", + "value": 389 + }, + { + "date": "2024-11-26", + "value": 509 + }, + { + "date": "2024-11-27", + "value": 559 + }, + { + "date": "2024-11-28", + "value": 590 + }, + { + "date": "2024-12-03", + "value": 1062 + }, + { + "date": "2024-12-05", + "value": 14511 + }, + { + "date": "2024-12-09", + "value": 0 + }, + { + "date": "2024-12-10", + "value": 1546 + }, + { + "date": "2024-12-12", + "value": 890944 + }, + { + "date": "2024-12-13", + "value": 0 } ] } diff --git a/notes/.obsidian/plugins/obsidian-spaced-repetition/data.json b/notes/.obsidian/plugins/obsidian-spaced-repetition/data.json index 3f2c686..a9b70d0 100644 --- a/notes/.obsidian/plugins/obsidian-spaced-repetition/data.json +++ b/notes/.obsidian/plugins/obsidian-spaced-repetition/data.json @@ -38,7 +38,7 @@ "maxLinkFactor": 1, "showDebugMessages": false }, - "buryDate": "2024-11-04", + "buryDate": "2024-12-12", "buryList": [], "historyDeck": null } \ No newline at end of file diff --git a/notes/.obsidian/plugins/various-complements/histories.json b/notes/.obsidian/plugins/various-complements/histories.json index faaa0eb..eb9ebbe 100644 --- a/notes/.obsidian/plugins/various-complements/histories.json +++ b/notes/.obsidian/plugins/various-complements/histories.json @@ -1 +1 @@ -{"18-\\frac35$":{"18-\\frac35$":{"currentFile":{"count":1,"lastUpdated":1727350259680}}},"2-2+4$":{"2-2+4$":{"currentFile":{"count":1,"lastUpdated":1727351726507}}},"dřevo":{"dřevo":{"currentFile":{"count":1,"lastUpdated":1727773994843}}},"Posloupnost 2024-09-26 13.01.57.excalidraw":{"Posloupnost 2024-09-26 13.01.57.excalidraw":{"internalLink":{"count":1,"lastUpdated":1728368897344}}},"1-\\frac1{n+1}$":{"1-\\frac1{n+1}$":{"currentFile":{"count":1,"lastUpdated":1728371161330}}},"k+1\\ne0$":{"k+1\\ne0$":{"currentFile":{"count":1,"lastUpdated":1728371278231}}},"1-\\frac1{k+2}$":{"1-\\frac1{k+2}$":{"currentFile":{"count":1,"lastUpdated":1728371505231}}},"-\\frac{2}3$":{"-\\frac{2}3$":{"currentFile":{"count":1,"lastUpdated":1728974066904}}},"-1.5$":{"-1.5$":{"currentFile":{"count":3,"lastUpdated":1729167322598}}},"\\frac{1.5}{q+1}$":{"\\frac{1.5}{q+1}$":{"currentFile":{"count":1,"lastUpdated":1729167158387}}},"1\\ne0$":{"1\\ne0$":{"currentFile":{"count":3,"lastUpdated":1729578865881}}},"84cm$":{"84cm$":{"currentFile":{"count":1,"lastUpdated":1729771570378}}}} \ No newline at end of file +{"{n\\rightarrow\\infty}a":{"{n\\rightarrow\\infty}a":{"currentFile":{"count":2,"lastUpdated":1731399988333}}},"\\infty$":{"\\infty$":{"currentFile":{"count":1,"lastUpdated":1731399647404}}},"1^\\infty$":{"1^\\infty$":{"currentFile":{"count":1,"lastUpdated":1731399709747}}},"\\infty+0$$":{"\\infty+0$$":{"currentFile":{"count":1,"lastUpdated":1731586269541}}},"Odborný":{"Odborný":{"currentFile":{"count":1,"lastUpdated":1732707124372}}},"{x\\rightarrow-1}\\frac{x^2+4x+30}{x^3+1}$$":{"{x\\rightarrow-1}\\frac{x^2+4x+30}{x^3+1}$$":{"currentFile":{"count":1,"lastUpdated":1733404521491}}},"{x\\rightarrow":{"{x\\rightarrow":{"currentFile":{"count":2,"lastUpdated":1733819536452}}}} \ No newline at end of file diff --git a/notes/.obsidian/workspace.json b/notes/.obsidian/workspace.json index 80a7c1b..0fa8454 100644 --- a/notes/.obsidian/workspace.json +++ b/notes/.obsidian/workspace.json @@ -4,24 +4,37 @@ "type": "split", "children": [ { - "id": "63c7103fbd4df7b0", + "id": "9beaeb8e99f5b52d", "type": "tabs", "children": [ { - "id": "29fb48ada7621612", + "id": "6ee6c1e78ccbb051", "type": "leaf", "state": { "type": "markdown", "state": { - "file": "mat/Posloupnost.md", + "file": "mat/Diff/Limita.md", "mode": "source", "source": false }, "icon": "lucide-file", - "title": "Posloupnost" + "title": "Limita" + } + }, + { + "id": "4d0a45f845651006", + "type": "leaf", + "state": { + "type": "excalidraw", + "state": { + "file": "data/Limita 2024-12-12 13.00.01.excalidraw.md" + }, + "icon": "excalidraw-icon", + "title": "Limita 2024-12-12 13.00.01.excalidraw" } } - ] + ], + "currentTab": 1 } ], "direction": "vertical" @@ -295,22 +308,312 @@ "state": { "type": "review-queue-list-view", "state": {}, - "icon": "SpacedRepIcon", - "title": "Notes Review Queue" + "icon": "lucide-file", + "title": "Plugin no longer active" } }, { "id": "08ad667046dd5c03", "type": "leaf", "state": { - "type": "graph-analysis", + "type": "empty", "state": {}, - "icon": "GA-ICON", - "title": "Graph Analysis" + "icon": "lucide-file", + "title": "New tab" + } + }, + { + "id": "ee368f3375611dba", + "type": "leaf", + "state": { + "type": "review-queue-list-view", + "state": {}, + "icon": "lucide-file", + "title": "Plugin no longer active" + } + }, + { + "id": "1a89a174584e4483", + "type": "leaf", + "state": { + "type": "empty", + "state": {}, + "icon": "lucide-file", + "title": "New tab" + } + }, + { + "id": "d238920ae02b734b", + "type": "leaf", + "state": { + "type": "review-queue-list-view", + "state": {}, + "icon": "lucide-file", + "title": "Plugin no longer active" + } + }, + { + "id": "3be1baac41c47b1a", + "type": "leaf", + "state": { + "type": "review-queue-list-view", + "state": {}, + "icon": "lucide-file", + "title": "Plugin no longer active" + } + }, + { + "id": "fddf68920e1c722c", + "type": "leaf", + "state": { + "type": "empty", + "state": {}, + "icon": "lucide-file", + "title": "New tab" + } + }, + { + "id": "c1f80f8af4c9bc5e", + "type": "leaf", + "state": { + "type": "review-queue-list-view", + "state": {}, + "icon": "lucide-file", + "title": "Plugin no longer active" + } + }, + { + "id": "600f7790d1c5ce6a", + "type": "leaf", + "state": { + "type": "empty", + "state": {}, + "icon": "lucide-file", + "title": "New tab" + } + }, + { + "id": "1e5bbef3fdde3eab", + "type": "leaf", + "state": { + "type": "review-queue-list-view", + "state": {}, + "icon": "lucide-file", + "title": "Plugin no longer active" + } + }, + { + "id": "91e498795a5d2310", + "type": "leaf", + "state": { + "type": "review-queue-list-view", + "state": {}, + "icon": "lucide-file", + "title": "Plugin no longer active" + } + }, + { + "id": "2652e8e9e4132bb2", + "type": "leaf", + "state": { + "type": "empty", + "state": {}, + "icon": "lucide-file", + "title": "New tab" + } + }, + { + "id": "7b024ca3ffb89b8e", + "type": "leaf", + "state": { + "type": "review-queue-list-view", + "state": {}, + "icon": "lucide-file", + "title": "Plugin no longer active" + } + }, + { + "id": "94d02600cc5957ae", + "type": "leaf", + "state": { + "type": "review-queue-list-view", + "state": {}, + "icon": "lucide-file", + "title": "Plugin no longer active" + } + }, + { + "id": "cafb830fa61bb134", + "type": "leaf", + "state": { + "type": "empty", + "state": {}, + "icon": "lucide-file", + "title": "New tab" + } + }, + { + "id": "eb4669e92419605f", + "type": "leaf", + "state": { + "type": "review-queue-list-view", + "state": {}, + "icon": "lucide-file", + "title": "Plugin no longer active" + } + }, + { + "id": "e8c6a7361033bfad", + "type": "leaf", + "state": { + "type": "empty", + "state": {}, + "icon": "lucide-file", + "title": "New tab" + } + }, + { + "id": "fa2b61e9e5b16cec", + "type": "leaf", + "state": { + "type": "review-queue-list-view", + "state": {}, + "icon": "lucide-file", + "title": "Plugin no longer active" + } + }, + { + "id": "2ae22b5f90455f59", + "type": "leaf", + "state": { + "type": "review-queue-list-view", + "state": {}, + "icon": "lucide-file", + "title": "Plugin no longer active" + } + }, + { + "id": "5be12f4d9df79336", + "type": "leaf", + "state": { + "type": "empty", + "state": {}, + "icon": "lucide-file", + "title": "New tab" + } + }, + { + "id": "1d0a82728a0bf60f", + "type": "leaf", + "state": { + "type": "review-queue-list-view", + "state": {}, + "icon": "lucide-file", + "title": "Plugin no longer active" + } + }, + { + "id": "6c80c658aa96c827", + "type": "leaf", + "state": { + "type": "review-queue-list-view", + "state": {}, + "icon": "lucide-file", + "title": "Plugin no longer active" + } + }, + { + "id": "a510418dbcfeb1c3", + "type": "leaf", + "state": { + "type": "empty", + "state": {}, + "icon": "lucide-file", + "title": "New tab" + } + }, + { + "id": "03a1baa236460f49", + "type": "leaf", + "state": { + "type": "review-queue-list-view", + "state": {}, + "icon": "lucide-file", + "title": "Plugin no longer active" + } + }, + { + "id": "5fbed1a7f12975e7", + "type": "leaf", + "state": { + "type": "empty", + "state": {}, + "icon": "lucide-file", + "title": "New tab" + } + }, + { + "id": "6ab9f992311b39e6", + "type": "leaf", + "state": { + "type": "review-queue-list-view", + "state": {}, + "icon": "lucide-file", + "title": "Plugin no longer active" + } + }, + { + "id": "e0303c78c4aaa5de", + "type": "leaf", + "state": { + "type": "review-queue-list-view", + "state": {}, + "icon": "lucide-file", + "title": "Plugin no longer active" + } + }, + { + "id": "2fa81576e1a6f9e9", + "type": "leaf", + "state": { + "type": "empty", + "state": {}, + "icon": "lucide-file", + "title": "New tab" + } + }, + { + "id": "c2a1e2cdcf085ed2", + "type": "leaf", + "state": { + "type": "review-queue-list-view", + "state": {}, + "icon": "lucide-file", + "title": "Plugin no longer active" + } + }, + { + "id": "68b21ad214b16669", + "type": "leaf", + "state": { + "type": "empty", + "state": {}, + "icon": "lucide-file", + "title": "New tab" + } + }, + { + "id": "1e15f60573a9851b", + "type": "leaf", + "state": { + "type": "review-queue-list-view", + "state": {}, + "icon": "SpacedRepIcon", + "title": "Notes Review Queue" } } ], - "currentTab": 19 + "currentTab": 48 } ], "direction": "horizontal", @@ -333,44 +636,47 @@ "obsidian-advanced-slides:Show Slide Preview": false } }, - "active": "08ad667046dd5c03", + "active": "4d0a45f845651006", "lastOpenFiles": [ + "data/Pasted Image 20241212130016_247.png", + "mat/Diff/Limita.md", + "data/Limita 2024-12-12 13.00.01.excalidraw.md", + "mat/Diff/Diferencialni pocet.md", + "eko/marek2.md", + "data/Limita 2024-12-05 13.56.12.excalidraw.md", + "data/Limita 2024-12-05 13.56.12.excalidraw.svg", + "data/Pasted image 20241203091625.png", + "mat/Diff/deleni.md", + "mat/Diff/Diff.md", + "cjl/Slohové postupy.md", + "cjl/literatura/Základní literaturní pojmy.md", + "cjl/Slohové práce/Slohové práce.md", + "eko/vypocty.md", + "mat/Diff", + "mat/Posloupnosti/Limity.md", + "mat/Posloupnosti/Nekonečná geometrická řada.md", + "data/Pasted image 20241114132300.png", + "data/Pasted image 20241114130138.png", + "data/Pasted image 20241114130039.png", + "mat/Posloupnosti/Posloupnosti.md", + "data/Pasted image 20241114125957.png", + "mat/Posloupnosti/Posloupnost.md", + "mat/Posloupnosti", + "mat/maturita/Planimetrie a stereometrie.md", + "data/Planimetrie a stereometrie 2024-11-12 15.04.48.excalidraw.md", + "data/Pasted Image 20241112150503_253.png", + "data/Planimetrie a stereometrie 2024-11-12 15.04.48.excalidraw.svg", + "Excalidraw/Drawing 2024-11-12 15.04.32.excalidraw.md", + "mat/maturita/maturita.md", + "mat/maturita", "data/Pasted image 20241024140155.png", "data/Pasted image 20241024132348.png", - "eko/marek2.md", - "mat/Posloupnost.md", - "data/Pasted image 20241022073250.png", - "data/Pasted image 20241022070908.png", "eko/Hospodarsky proces.md", "eko/Marek.md", "eko/Podnikání.md", "eko/Majetek.md", "eko/Úvodní hodina.md", "mat/mat.md", - "cjl/ceska poezie mezivalecna.md", - "eko/eko.md", - "eko/Výrobní faktory.md", - "data/Posloupnost 2024-09-26 13.01.57.excalidraw.md", - "cjl/Básně.md", - "conflict-files-obsidian-git.md", - "mat/Funkce/Funkce.md", - "pva/skripta.md", - "pva/vasek.md", - "pva/pva.md", - "cjl/Maturita.md", - "mat/Geometrie/Analytická/Příklady.md", - "mat/Geometrie/Analytická/kružnice a přímka.md", - "mat/Geometrie/Analytická/Parabola.md", - "mat/Funkce/Exponenciální funkce.md", - "mat/Geometrie/Analytická/Vektor.md", - "mat/Geometrie/Analytická/Kuželosečky.md", - "data/Příklady 2024-03-15 11.06.56.excalidraw.svg", - "data/Parabola 2024-03-22 11.31.41.excalidraw.svg", - "data/Parabola 2024-03-21 11.58.33.excalidraw.svg", - "data/Parabola 2024-03-21 11.18.48.excalidraw.svg", - "data/Hyperbola 2024-03-14 11.33.16.excalidraw.svg", - "data/Hyperbola 2024-03-08 12.05.45.excalidraw.svg", - "data/Elipsa 2024-03-01 11.25.47.excalidraw.svg", "export/Buffer Overflow/data", "export/Buffer Overflow/plugin/chalkboard/_style.css", "export/Buffer Overflow/plugin/chalkboard/img", @@ -378,9 +684,6 @@ "export/Buffer Overflow/plugin/chalkboard/plugin.js", "export/Buffer Overflow/plugin/chalkboard/plugin (copy).js", "export/Buffer Overflow/plugin/chalkboard", - "export/Buffer Overflow/plugin/chart/plugin.js", - "export/Buffer Overflow/plugin/chart/chart.min.js", - "export/Buffer Overflow/plugin/chart", "Untitled.canvas" ] } \ No newline at end of file diff --git a/notes/Excalidraw/Drawing 2024-11-12 15.04.32.excalidraw.md b/notes/Excalidraw/Drawing 2024-11-12 15.04.32.excalidraw.md new file mode 100644 index 0000000..2149c0c --- /dev/null +++ b/notes/Excalidraw/Drawing 2024-11-12 15.04.32.excalidraw.md @@ -0,0 +1,15 @@ +--- + +excalidraw-plugin: parsed +tags: [excalidraw] + +--- +==⚠ Switch to EXCALIDRAW VIEW in the MORE OPTIONS menu of this document. ⚠== + + +%% +# Drawing +```json +{"type":"excalidraw","version":2,"source":"https://github.com/zsviczian/obsidian-excalidraw-plugin/releases/tag/1.9.27","elements":[],"appState":{"gridSize":null,"viewBackgroundColor":"#ffffff"}} +``` +%% \ No newline at end of file diff --git a/notes/Excalidraw/Excalidraw.md b/notes/Excalidraw/Excalidraw.md index 051fcba..6bab527 100644 --- a/notes/Excalidraw/Excalidraw.md +++ b/notes/Excalidraw/Excalidraw.md @@ -9,7 +9,9 @@ imagePrefix: 'data/' - [[Excalidraw/Drawing 2023-12-14 15.41.10.excalidraw|Drawing 2023-12-14 15.41.10.excalidraw]] - [[Excalidraw/Drawing 2023-12-14 19.19.50.excalidraw.svg|Drawing 2023-12-14 19.19.50.excalidraw.svg]] - [[Excalidraw/Drawing 2023-12-14 19.19.50.excalidraw|Drawing 2023-12-14 19.19.50.excalidraw]] +- [[Excalidraw/Drawing 2024-01-21 20.54.05.excalidraw.svg|Drawing 2024-01-21 20.54.05.excalidraw.svg]] - [[Excalidraw/Drawing 2024-01-21 20.54.05.excalidraw|Drawing 2024-01-21 20.54.05.excalidraw]] +- [[Excalidraw/Drawing 2024-11-12 15.04.32.excalidraw|Drawing 2024-11-12 15.04.32.excalidraw]] - [[Excalidraw/Rezistor-example1.excalidraw.svg|Rezistor-example1.excalidraw.svg]] - [[Excalidraw/Rezistor-example1.excalidraw|Rezistor-example1.excalidraw]] - [[Excalidraw/tek-preruseni-jedna.excalidraw|tek-preruseni-jedna.excalidraw]] diff --git a/notes/cjl/Slohové postupy.md b/notes/cjl/Slohové postupy.md new file mode 100644 index 0000000..bae82a8 --- /dev/null +++ b/notes/cjl/Slohové postupy.md @@ -0,0 +1,24 @@ +# Slohové postupy + +## Funkční styly +Prostě sdělovací +- plakát, reklama +- pozvánka +- blog, deníček +Odborný +- výklad +Administrativní +Informační +- potvrzení, stvrzenka +- publicistika +Publicistický +- reportáž - musí být na místě, objektivní +- recenze - hodnocení uměleckého díla +- fejeton - humorná kritika, podčarník, próza +Řečnický +- projev, kázání, přednáška, výklad +Umělecký +- epigram humorná báseň, poezi +- líčení umělecký (citově zabarvený) popis +- popis + diff --git a/notes/cjl/cjl.md b/notes/cjl/cjl.md index c38c807..21064a3 100644 --- a/notes/cjl/cjl.md +++ b/notes/cjl/cjl.md @@ -17,6 +17,7 @@ imagePrefix: 'data/' - [[cjl/Maturita|Maturita]] - [[cjl/Pedagog a didaktik|Pedagog a didaktik]] - [[cjl/Povinné knihy|Povinné knihy]] +- [[cjl/Slohové postupy|Slohové postupy]] - [[cjl/Slohové práce/Slohové práce|Slohové práce]] - [[cjl/Témata projevu|Témata projevu]] - [[cjl/testy/testy|testy]] diff --git a/notes/data/Limita 2024-12-05 13.56.12.excalidraw.md b/notes/data/Limita 2024-12-05 13.56.12.excalidraw.md new file mode 100644 index 0000000..5f1e311 --- /dev/null +++ b/notes/data/Limita 2024-12-05 13.56.12.excalidraw.md @@ -0,0 +1,744 @@ +--- + +excalidraw-plugin: parsed +tags: [excalidraw] + +--- +==⚠ Switch to EXCALIDRAW VIEW in the MORE OPTIONS menu of this document. ⚠== + + +# Text Elements +-3 ^5uASF2js + +2 ^t7RoCotd + +%% +# Drawing +```json +{ + "type": "excalidraw", + "version": 2, + "source": "https://github.com/zsviczian/obsidian-excalidraw-plugin/releases/tag/1.9.27", + "elements": [ + { + "id": "sT37U6KhsgXOcOh2Ih0Fa", + "type": "line", + "x": -482.6448059082031, + "y": 27.207801818847656, + "width": 627.1422729492188, + "height": 9.128662109375, + "angle": 0, + "strokeColor": 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11.01.27.excalidraw|Kužolosečky 2024-02-15 11.01.27.excalidraw]] +- [[data/Limita 2024-12-05 13.56.12.excalidraw.svg|Limita 2024-12-05 13.56.12.excalidraw.svg]] +- [[data/Limita 2024-12-05 13.56.12.excalidraw|Limita 2024-12-05 13.56.12.excalidraw]] +- [[data/Limita 2024-12-12 13.00.01.excalidraw|Limita 2024-12-12 13.00.01.excalidraw]] - [[data/Matice 1.bmp|Matice 1.bmp]] - [[data/Matice 2.bmp|Matice 2.bmp]] - [[data/Matice 3.bmp|Matice 3.bmp]] @@ -453,6 +456,18 @@ imagePrefix: 'data/' - [[data/Pasted Image 20240607113016_141.png|Pasted Image 20240607113016_141.png]] - [[data/Pasted Image 20240607120859_000.png|Pasted Image 20240607120859_000.png]] - [[data/Pasted Image 20240607123213_059.png|Pasted Image 20240607123213_059.png]] +- [[data/Pasted image 20241022070908.png|Pasted image 20241022070908.png]] +- [[data/Pasted image 20241022073250.png|Pasted image 20241022073250.png]] +- [[data/Pasted image 20241024132348.png|Pasted image 20241024132348.png]] +- [[data/Pasted image 20241024140155.png|Pasted image 20241024140155.png]] +- [[data/Pasted Image 20241112150503_253.png|Pasted Image 20241112150503_253.png]] +- [[data/Pasted image 20241114125957.png|Pasted image 20241114125957.png]] +- [[data/Pasted image 20241114130039.png|Pasted image 20241114130039.png]] +- [[data/Pasted image 20241114130138.png|Pasted image 20241114130138.png]] +- [[data/Pasted image 20241114132300.png|Pasted image 20241114132300.png]] +- [[data/Pasted image 20241203091625.png|Pasted image 20241203091625.png]] +- [[data/Planimetrie a stereometrie 2024-11-12 15.04.48.excalidraw.svg|Planimetrie a stereometrie 2024-11-12 15.04.48.excalidraw.svg]] +- [[data/Planimetrie a stereometrie 2024-11-12 15.04.48.excalidraw|Planimetrie a stereometrie 2024-11-12 15.04.48.excalidraw]] - [[data/Posloupnost 2024-09-26 13.01.57.excalidraw|Posloupnost 2024-09-26 13.01.57.excalidraw]] - [[data/Posunutí o vektor 2023-12-15 11.33.14.excalidraw|Posunutí o vektor 2023-12-15 11.33.14.excalidraw]] - [[data/Pravidelný n-úhelník 2023-10-13 12.07.37.excalidraw|Pravidelný n-úhelník 2023-10-13 12.07.37.excalidraw]] diff --git a/notes/eko/eko.md b/notes/eko/eko.md index c062c84..7cf169e 100644 --- a/notes/eko/eko.md +++ b/notes/eko/eko.md @@ -3,10 +3,12 @@ - [[eko/Hospodarsky proces|Hospodarsky proces]] - [[eko/Majetek|Majetek]] - [[eko/Marek|Marek]] +- [[eko/marek2|marek2]] - [[eko/Podnikání|Podnikání]] - [[eko/Pracovní proces|Pracovní proces]] - [[eko/Trh|Trh]] - [[eko/Úvodní hodina|Úvodní hodina]] +- [[eko/vypocty|vypocty]] - [[eko/Výrobní faktory|Výrobní faktory]] - [[eko/Vztahy stat - obyvatelstvo|Vztahy stat - obyvatelstvo]] - [[eko/Vztahy stat - podnik|Vztahy stat - podnik]] diff --git a/notes/eko/marek2.md b/notes/eko/marek2.md index 178eb35..850d66b 100644 --- a/notes/eko/marek2.md +++ b/notes/eko/marek2.md @@ -135,6 +135,13 @@ SZP = 3768 * 0.11 Daň = 3768 * 0.15 - 2570 (základní sleva na dani) - 1267 (sleva na první dítě) ČM = 29129 +$200*8.5$ +$400*17$ +$600*25$ + +k teto mzde byla premie $18$% + + Test 12/12 > 5\. 12. 2023 (9. hodina) SZP ## Sociální a Zdravotní pojišťění @@ -152,7 +159,30 @@ SZB = 11% z HM ### Nemocenské pojištění - DNP (Dávky nemocenského pojištění) -> 19\. 12. 2023 (11. hodina) Oprava písemné práce +> 19\. 12. 2023 (11. hodina) Oprava písemné práce\ + +## Rocni zuctovani dane z pr. f. o. + +Zaměstnanci je měsíčně strhávána daň z příjmu jako zálohová daň. + +HM=40000 +RHM=480000 +R. daň = 41160 + +V ročním počítání daně může zaměstnanec použít odpočitatelné položky z daně základu, +např. penzijní připojištění nebo životní pojištění, úroky z hypotéky + +Příklad: +penz. přip. 24000 +život. poj. 24000 +odpočitatelné položky: 48000 + +d. základ: RHM-odpoč.pol.=480000-48000=432000 + +nová daň$=432000*0.15-12*2570=33960$ + +Zaplatil-li již 41160, jedná se o přeplatek a stát vrátí peníze (na účet, do budoucna jako kredit) + ## Inf. systém podniky - informace = údaj s **významem** 1. čas (minulé / budoucí) diff --git a/notes/eko/vypocty.md b/notes/eko/vypocty.md new file mode 100644 index 0000000..e4e0dc6 --- /dev/null +++ b/notes/eko/vypocty.md @@ -0,0 +1,21 @@ +# vypocty + +140kc/h +12dni v mesici +8h ranni smena + +zbytek mesice, 9 pracovnich dnu +odpoledni smena +7.5h +128kc/h ++2% priplatek + +k zakladni mzde +25% premie + +$27816$ + +11.6% +15% dan - 2570 zakladni sleva + +$22986.9$ diff --git a/notes/mat/Diff/Diferencialni pocet.md b/notes/mat/Diff/Diferencialni pocet.md new file mode 100644 index 0000000..7b6c82c --- /dev/null +++ b/notes/mat/Diff/Diferencialni pocet.md @@ -0,0 +1,49 @@ +# Diferencialni pocet + +$$f(x)=-x^2-2x+1$$ +$$D_f=\mathbb{R}$$ +$$H_f=(-\infty;2>$$ +je omezená shora +není omezená + +na $(\infty;-1>$ je rostouci +na $<-1;\infty)$ je klesajici + +--- + +$$f(x)=\sqrt{\frac{x+4}{1-x}}$$ + +nesmí být nula dole + +$1-x=0$ => $x=1$ + +nesmí být záporné + +$\frac{x+4}{1-x}>0$ + +$x+4>0\cap1-x<0$ +$x+4<0\cap1-x>0$ + +$x<1$ + +--- + +$y=\cos(2x-\pi)+1$ + +--- + + +![[Pasted image 20241203091625.png]] + +| | A | B | C | D | E | +| ------------- | --- | --- | --- | --- | --- | +| omezená shora | | | x | | x | +| prostá | x | x | | x | | +| monotónní | x | x | | x | | +| spojitá | x | x | | x | x | + +inverzni funkce k +$f:y=\frac13x-\frac25;x\in(-6;3)$ + +$D_{f^{-1}}=H_f$ + diff --git a/notes/mat/Diff/Diff.md b/notes/mat/Diff/Diff.md new file mode 100644 index 0000000..0545661 --- /dev/null +++ b/notes/mat/Diff/Diff.md @@ -0,0 +1,6 @@ +# Diff +%% Zoottelkeeper: Beginning of the autogenerated index file list %% +- [[mat/Diff/deleni|deleni]] +- [[mat/Diff/Diferencialni pocet|Diferencialni pocet]] +- [[mat/Diff/Limita|Limita]] +%% Zoottelkeeper: End of the autogenerated index file list %% diff --git a/notes/mat/Diff/Limita.md b/notes/mat/Diff/Limita.md new file mode 100644 index 0000000..e74671a --- /dev/null +++ b/notes/mat/Diff/Limita.md @@ -0,0 +1,90 @@ +# Limita + +$$\lim_{x\rightarrow\infty}\frac1x=0$$ +$$\lim_{x\rightarrow0}\frac{\sin x}x=1$$ + + +## Spojité funkce + +když $$f(a)=\lim_{x\rightarrow a}(x)$$funkce je spojitá + +$$\lim_{x\rightarrow2}(x^2-3)=1$$ +![[Limita 2024-12-05 13.56.12.excalidraw]] +$x^2=4$, dosadí se + +$$\lim_{x\rightarrow2}\frac{3x+4}{x^2+1}=\frac{10}5=2$$ + +$$\lim_{x\rightarrow\frac\pi6}\sin x=\frac12$$ + +## Nespojité funkce + +$$\lim_{x\rightarrow0}=\frac{3x^2-x}x$$ +nelze dosadit, funkce je v bodě nespojitá + +Jedna možnost, rozdělit limity (upravou se zbavit /x) + +$$\lim_{x\rightarrow0}(\frac{3x^2}x-\frac{x}x)=\lim_{x\rightarrow0}(3x-1)=-1$$ + + +$$\lim_{x\rightarrow-1}\frac{x^2+4x+30}{x^3+1}=\lim_{x\rightarrow-1}\frac{(x+1)(x+3)}{(x+1)(x^2-x+1)}=\lim_{x\rightarrow-1}\frac{x+3}{x^2-x+1}=\frac23$$ + +--- + + +$$\lim_{x\rightarrow7}\frac{2-\sqrt{x-3}}{(x^2-49)}=\lim_{x\rightarrow7}\frac{2-\sqrt{x-3}}{(x+7)(x-7)}$$ +$$\lim_{x\rightarrow7}\frac{(2-\sqrt{x-3})(2+\sqrt{x-3})}{(x-7)(x+7)(x+\sqrt{x-3})}$$ +$$\lim_{x\rightarrow7}\frac{4-(x-3)}{(x-7)(x+7)(x+\sqrt{x-3})}=\lim_{x\rightarrow7}\frac{-(x-7)}{(x-7)(x+7)(x+\sqrt{x-3})}$$ +$$\lim_{x\rightarrow7}\frac{-1}{(x+7)(x+\sqrt{x-3})}$$ +$$\frac{-1}{14*(7+2)}=\frac{-1}{14*9}$$ + + +--- + +$$\lim_{x\rightarrow0}\frac{1-\cos2x}{x^2}$$ + +$\cos2x=\cos^2x-\sin^2x$ +$\cos^2y=\sin^2y=1$ + +$$\lim_{x\rightarrow0}\frac{1-\cos^2x+\sin^2x}{x^2}$$ +$$\lim_{x\rightarrow0}\frac{2*\sin^2x}{x^2}$$ + +$$\lim_{x\rightarrow0}\frac{2*\sin x*\sin x}{x*x}$$ + +$2$ + +--- + +$\lim_{x\rightarrow+\infty}(4x^3-x^2+x+2)=$ +pro $\infty$ a $-\infty$ +$\lim_{x\rightarrow\infty}x^2(4x-1)+x+2=$ + +pro $\infty\rightarrow\infty(\infty-1)+\infty+2=\infty$ +pro $-\infty\rightarrow\infty(-\infty)-\infty+2=-\infty$ + +--- + +$$\lim_{x\rightarrow\infty}(-4x^3-x^2+x+2)$$ +$$\lim_{x\rightarrow\infty}x^3(-4-\frac1x+\frac1{x^2}+\frac2{x^3})$$ +$$=-\infty$$ + +$\frac1x$ a dalsi se blizi nule a “zmizi” + +--- + +$$\lim_{x\rightarrow\infty}\frac{2x^3-x^2+5}{x^2+x-2}$$ + +---- + +$$\lim_{x\rightarrow\infty}\frac{\sqrt x-6x}{3x+1}$$ +$$\lim_{x\rightarrow\infty}\frac{\sqrt x-6x}{3x+1}\frac{\sqrt x+6x}{\sqrt x+6x}=\lim_{x\rightarrow\infty}\frac{x-36x^2}{3x\sqrt x+18x^2+\sqrt x+6x}$$ +$$\lim_{x\rightarrow\infty}\frac{(\frac1x-36)x^2}{x^2(\frac3{\sqrt x}+18+\frac1{x\sqrt x}+\frac6x)}$$ + +--- + +$$\lim_{x\rightarrow-4}\frac{x^2-16}{x+4}$$ +$$\lim_{x\rightarrow-4}\frac{(x+4)(x-4)}{x+4}$$ +$$\lim_{x\rightarrow-4}x-4=-8$$ + +--- + +![[Limita 2024-12-12 13.00.01.excalidraw]] \ No newline at end of file diff --git a/notes/mat/Diff/deleni.md b/notes/mat/Diff/deleni.md new file mode 100644 index 0000000..090b3af --- /dev/null +++ b/notes/mat/Diff/deleni.md @@ -0,0 +1,22 @@ +# deleni + +$$(3x^2-5x+1):(2x+1)=\frac32x$$ +$-(3x^2-\frac32x)$ + +$0-\frac{13}2x+1$ + +$$(3x^2-5x+1):(2x+1)=\frac32x-\frac{13}4$$ + +$0-\frac{13}2x+1$ +$-(-\frac{13}2x-\frac{13}4)$ + +$0+\frac{17}4$ + +Seřadíme to podle mocniny +Pak bereme postupně první člen a vydělíme ho celým druhým +Roznásobíme pak prvním mezivýsledkem (vpravo 32x) dělitele, a to odečítáme od zadání +Po odečtení znova dělíme první člen tím vpravo + +$\frac{17}4$ je zbytek, doplníme do výsledku jako zlomek: + +$$(3x^2-5x+1):(2x+1)=\frac32x-\frac{13}4+\frac{\frac{17}4}{2x+1}$$ diff --git a/notes/mat/Posloupnosti/Limity.md b/notes/mat/Posloupnosti/Limity.md new file mode 100644 index 0000000..fd2751c --- /dev/null +++ b/notes/mat/Posloupnosti/Limity.md @@ -0,0 +1,27 @@ +# Limity + +$$a_n=\frac{3n+1}n$$ +$$\lim_{n\rightarrow\infty}\frac{3n+1}n=\lim_{n\rightarrow\infty}(\frac{3n}n+\frac1n)=3+0=3$$ + + +$$a_n=\frac{2n}5$$ +$$\lim_{n\rightarrow\infty}\frac{2n}5=\infty$$ + +$$\lim_{n\rightarrow\infty}\frac{2n^2+3}{4n}=\lim_{n\rightarrow\infty}(\frac{2nn}{4n}+\frac3{4n})=\lim_{n\rightarrow\infty}(\frac{n}2+\frac{3}{4n})=\infty+0$$ + +$$\lim_{n\rightarrow\infty}\frac{2-3n}{5n+1}=\lim_{n\rightarrow\infty}(\frac{2}{5n+1}-\frac{3n}{5n+1})=-\frac35$$ + +$$\lim_{n\rightarrow\infty}\frac{3n^2-2n+1}{-5n^2+n-2}=\lim_{n\rightarrow\infty}(\frac{1}{-5n^2+n-2}+\frac{3n^2-2n}{-5n^2+n-2})=\lim_{n\rightarrow\infty}\frac{3n-2}{-5n+1-\frac2n}=-\frac35$$ +$$\lim_{n\rightarrow\infty}-2n^2-3=\infty$$ +$$\lim_{n\rightarrow\infty}\frac{2n-3}{1-3n^2}=0$$ + +$$\lim_{n\rightarrow\infty}\sin n$$ není + +$$\lim_{n\rightarrow\infty}\sin(n\pi)=0$$ +$$\lim_{n\rightarrow\infty}\log_3n=\infty$$ $$\lim_{n\rightarrow\infty}=-\infty$$ +$$\lim_{n\rightarrow\infty}\frac{n-3n^4}{2n^4}=-\frac32$$ +$$\lim_{n\rightarrow\infty}(-1)^n3$$ nemá + +$$\lim_{n\rightarrow\infty}(-1)^n+2n=\infty$$ + +$$\lim_{n\rightarrow\infty}(-1)^n\frac3n=0$$ diff --git a/notes/mat/Posloupnosti/Nekonečná geometrická řada.md b/notes/mat/Posloupnosti/Nekonečná geometrická řada.md new file mode 100644 index 0000000..62c4349 --- /dev/null +++ b/notes/mat/Posloupnosti/Nekonečná geometrická řada.md @@ -0,0 +1,49 @@ +# Nekonečná geometrická řada + +$a_i$ .. členy GP + +$$\exists \sum^\infty_{i=1}a_i\Leftrightarrow GP\space je\space konvergentní$$ + +GP je konv $\Leftrightarrow |q|\lt1$ +$$\sum_{i=1}^\infty a_i=\frac{a_1}{1-q}$$ + +$$\sum_{i=1}^\infty 10^{-n}=\frac{10^{-1}}{1-0.1}=\frac{10^-1}{9*10^{-1}}=\frac19$$ + +$q=\frac{a_{n+1}}{a_n}$ +$q=\frac{10^{-(n+1)}}{10^{-n}}$ +$q=0.1$ + +--- + +$0.\overline4$ +$4*10^{2-n}$ +$$\sum^\infty_{n=1}4*10^{2-n}$$ +$$q=\frac{4*10^{3-n}}{4*10^{2-n}}=\frac{10^{3-n}}{10^{2-n}}$$ + +--- + +Do čtverce ABCD s délkou strany 1 je vepsán nový čtverec, jehož vrcholy leží ve středech stran většího čtverce, atd. Vypočtěte součet obvodů a soušet obsahů všech takových čtverců. + +$4+4*\sqrt{0.5}+4*\sqrt{0.5}^2...$ + +Obvod: +$$\sum^\infty_{n=1}4*\sqrt{0.5}^{n-1}=\frac{4}{1-\sqrt{0.5}}$$ + +$q=\frac{4*\sqrt2^{n-1+1}}{4*\sqrt2^{n-1}}$ +$q=\frac{4\sqrt2^n}{4\sqrt2^{n-1}}$ +$q=\frac{\sqrt2^n}{\sqrt2^{n-1}}=\frac{\sqrt2^n}{\sqrt2^n\frac1{\sqrt2}}$ +(preklep z 2) +$q=\sqrt{0.5}$ + +$a_1=4$ + +Obsah: +$$\sum^\infty_{n=1}(\sqrt{0.5}^{n-1})^2=\frac{1}{1-0.5}=\frac12$$ + +$a_n=\sqrt{0.5}^{2(n-1)}$ +$a_1=1$ + +$q=\frac{\sqrt2^{2(n-1+1)}}{\sqrt2^{2(n-1)}}$ +$q=\frac{\sqrt2^{2(n-1)}*\sqrt{0.5}^2}{\sqrt2^{2(n-1)}}$ +$q=\sqrt{0.5}^2=0.5$ + diff --git a/notes/mat/Posloupnost.md b/notes/mat/Posloupnosti/Posloupnost.md similarity index 90% rename from notes/mat/Posloupnost.md rename to notes/mat/Posloupnosti/Posloupnost.md index dcfc1f4..30d6f59 100644 --- a/notes/mat/Posloupnost.md +++ b/notes/mat/Posloupnosti/Posloupnost.md @@ -566,10 +566,45 @@ $V=a_1*a_1q*a_1q^2=a_1^3q^3=64$ $a_1+a_2+a_3=84cm$ $a_1+a_1q+a_1q^2=84$ -$a_1(1+q+q^2)=84$ +$a_1(1+q+q^2)=84$` $4S_3=4a_1\frac{q^3-1}{q-1}=84$ --- +$$\lim_{n\rightarrow\infty}a_n=a\Leftrightarrow$$ + +$$\forall\varepsilon>0\exists n_0\in\mathbb{N}:\forall n\ge n_0$$ +platí: $a_n\in(a-\varepsilon;a+\varepsilon)$ +→ posloupnost je konvergentní + +$$\lim_{n\rightarrow\infty}\frac1{n}=0$$ +$$\lim_{n\rightarrow\infty}3=3$$ +$$lim_{n\rightarrow\infty}\frac1{2n+3}=0$$ +$n$ jde do nekonečna, a proto to bude v podstatě $\frac1\infty$ + + +$\infty+\infty=\infty$ +$-\infty-\infty=-\infty$ +$\pm k*(\pm\infty)=$ pravidlo součinu +$\infty*\infty=\infty$ +$-\infty*(-\infty)=\infty$ +$\infty*(-\infty)=-\infty$ + +Není definováno: +$0*\infty$ +$\infty-\infty$ +$\frac\infty\infty$ +$\infty^0$ +$1^\infty$ +$0^0$ +$\frac00$ + +Vypočti limity: +$$\lim_{n\rightarrow\infty}\frac{n+1}n=\lim_{n\rightarrow\infty}(1+\frac1n)=1$$ +$1 \rightarrow 1;\frac1n\rightarrow0$ + +$$\lim_{n\rightarrow\infty}\frac{1+n}{2n}=\lim_{n\rightarrow\infty}(\frac1{2n}+\frac{n}{2n})=0.5$$ +$$\lim_{n\rightarrow\infty}\frac{(-1)^n+n}n$$ + diff --git a/notes/mat/Posloupnosti/Posloupnosti.md b/notes/mat/Posloupnosti/Posloupnosti.md new file mode 100644 index 0000000..3739f85 --- /dev/null +++ b/notes/mat/Posloupnosti/Posloupnosti.md @@ -0,0 +1,5 @@ +%% Zoottelkeeper: Beginning of the autogenerated index file list %% +- [[mat/Posloupnosti/Limity|Limity]] +- [[mat/Posloupnosti/Nekonečná geometrická řada|Nekonečná geometrická řada]] +- [[mat/Posloupnosti/Posloupnost|Posloupnost]] +%% Zoottelkeeper: End of the autogenerated index file list %% diff --git a/notes/mat/mat.md b/notes/mat/mat.md index c58bca3..2e6073a 100644 --- a/notes/mat/mat.md +++ b/notes/mat/mat.md @@ -10,6 +10,7 @@ imagePrefix: 'data/' - [[mat/Absolutní hodnota|Absolutní hodnota]] - [[mat/Číselné obory|Číselné obory]] - [[mat/Číselné soustavy|Číselné soustavy]] +- [[mat/Diff/Diff|Diff]] - [[mat/Druhá odmocnina|Druhá odmocnina]] - [[mat/Ekvigonala|Ekvigonala]] - [[mat/Funkce/Funkce|Funkce]] @@ -18,12 +19,13 @@ imagePrefix: 'data/' - [[mat/Lomené výrazy/Lomené výrazy|Lomené výrazy]] - [[mat/Lomené výrazy|Lomené výrazy]] - [[mat/Matematika|Matematika]] +- [[mat/maturita/maturita|maturita]] - [[mat/Mnohočlen|Mnohočlen]] - [[mat/Množiny|Množiny]] - [[mat/Mocniny|Mocniny]] - [[mat/Násobek a dělitel|Násobek a dělitel]] - [[mat/Nerovnice|Nerovnice]] -- [[mat/Posloupnost|Posloupnost]] +- [[mat/Posloupnosti/Posloupnosti|Posloupnosti]] - [[mat/Příklady 1|Příklady 1]] - [[mat/Příklady 2|Příklady 2]] - [[mat/README|README]] diff --git a/notes/mat/maturita/Planimetrie a stereometrie.md b/notes/mat/maturita/Planimetrie a stereometrie.md new file mode 100644 index 0000000..532ac82 --- /dev/null +++ b/notes/mat/maturita/Planimetrie a stereometrie.md @@ -0,0 +1,2 @@ +# Planimetrie a stereometrie +![[Planimetrie a stereometrie 2024-11-12 15.04.48.excalidraw]] \ No newline at end of file diff --git a/notes/mat/maturita/maturita.md b/notes/mat/maturita/maturita.md new file mode 100644 index 0000000..e288e02 --- /dev/null +++ b/notes/mat/maturita/maturita.md @@ -0,0 +1,3 @@ +%% Zoottelkeeper: Beginning of the autogenerated index file list %% +- [[mat/maturita/Planimetrie a stereometrie|Planimetrie a stereometrie]] +%% Zoottelkeeper: End of the autogenerated index file list %%