vault backup: 2022-12-09 14:00:54

vault backup: 2022-12-09 12:58:54
vault backup: 2022-12-09 12:52:32
2022-12-09 14:00:54 +01:00 · 2022-12-09 12:58:54 +01:00 · 2022-12-09 12:52:32 +01:00 · 2022-12-09 12:32:58 +01:00 · 2022-12-09 12:10:34 +01:00 · 2022-12-09 11:21:19 +01:00
13 changed files with 14711 additions and 58 deletions
--- a/!Załączniki/20221209102007
+++ b/!Załączniki/20221209102007
--- a/!Załączniki/20221209102007
+++ b/!Załączniki/20221209102007
--- a/!Załączniki/20221209102007
+++ b/!Załączniki/20221209102007
--- a/!Załączniki/20221209102007
+++ b/!Załączniki/20221209102007
@@ -0,0 +1,894 @@
+---
+
+excalidraw-plugin: parsed
+tags: [excalidraw]
+
+---
+==⚠  Switch to EXCALIDRAW VIEW in the MORE OPTIONS menu of this document. ⚠==
+
+
+# Text Elements
+%%
+# Drawing
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+```
+%%
--- a/!Załączniki/20221209102007
+++ b/!Załączniki/20221209102007
--- a/.obsidian/plugins/obsidian-completr/scanned_words.txt
+++ b/.obsidian/plugins/obsidian-completr/scanned_words.txt
@@ -692,6 +692,9 @@ Pou
 PzK
 Pochodna
 Pochodną
+Przykłady
+PJe
+PStj
 obj
 oh
 oq
@@ -1418,6 +1421,9 @@ ovN
 oZf
 oqn
 oTa
+ooo
+oWiF
+oRO
 GoTo
 GS
 Gl
@@ -2080,6 +2086,8 @@ GIT
 GfbfJfzf
 GJFa
 GUg
+Głowa
+GDb
 Outline
 ON
 OD
@@ -2789,6 +2797,10 @@ OKF
 Omó
 OTy
 OGB
+ODH
+OctK
+ONVx
+OOzU
 endobj
 endstream
 ea
@@ -3496,6 +3508,10 @@ ewSC
 eEE
 eee
 epGpwp
+ego
+eBkG
+emx
+emZ
 Length
 Link
 LN
@@ -4174,6 +4190,7 @@ LAT
 LeU
 LIfBfr
 Llq
+LNP
 Filter
 FlateDecode
 Font
@@ -4879,6 +4896,10 @@ Fzo
 FDi
 FbS
 FjT
+Fale
+FlB
+FFlm
+FST
 stream
 sj
 sR
@@ -5585,6 +5606,7 @@ sVP
 sHr
 skończona
 severe
+symbole
 JQ
 Js
 JX
@@ -6232,6 +6254,14 @@ Jop
 JQA
 JfC
 JkW
+JeM
+Jlya
+JQu
+JpL
+JDu
+JMmT
+JQJ
+JRLRFJ
 xM
 xw
 xfkW
@@ -6951,6 +6981,7 @@ xNrq
 xMDhW
 xWe
 xXoJ
+xXW
 QL
 QW
 QQx
@@ -7659,6 +7690,8 @@ QEU
 QwZc
 QTy
 QNA
+Qbjypir
+Qgu
 fVVhM
 fW
 fci
@@ -8299,6 +8332,7 @@ fDtD
 fZQna
 fLh
 frac
+fnvm
 Bi
 Border
 Bh
@@ -9018,6 +9052,7 @@ BOHM
 BJl
 BoO
 BwM
+BPF
 Trans
 Type
 TF
@@ -10408,6 +10443,9 @@ AyQ
 AyR
 AwpppXpDpTplpBpr
 AhuJ
+Adres
+ANt
+ACe
 Subtype
 SGw
 SI
@@ -11783,6 +11821,9 @@ RlF
 RFb
 Równania
 Rezystor
+RyJT
+RDxE
+Rrt
 Navigation
 No
 Nj
@@ -12445,6 +12486,10 @@ NrH
 NKpZ
 Nzmf
 Nlu
+Notacja
+Nazwy
+NhlE
+NESCNH
 ColorSpace
 Contents
 Cx
@@ -13126,6 +13171,10 @@ CEBE
 CpH
 Cewka
 Ciągłość
+Chomsky
+CWP
+CmAp
+ChBD
 ExtGState
 Eu
 EV
@@ -13853,6 +13902,9 @@ EMC
 Ewqpq
 EQEQTQ
 Elementów
+EIc
+EIR
+EEa
 Xmo
 XB
 XK
@@ -14556,6 +14608,7 @@ XalJlF
 XVg
 XhKS
 XkFD
+XfR
 VB
 Vp
 VE
@@ -15257,6 +15310,9 @@ VWR
 VxN
 VoR
 VUY
+VVWG
+Voh
+VJF
 in
 iy
 ir
@@ -16006,6 +16062,9 @@ iKg
 iHMH
 int
 istnieje
+iIk
+iXR
+iNTF
 vK
 vE
 vD
@@ -16697,6 +16756,9 @@ vFGT
 vEmv
 vfG
 vklTl
+vsXm
+vXr
+vwW
 DXy
 DB
 Du
@@ -17391,6 +17453,8 @@ DQF
 DbDrD
 Date
 Definicja
+DFN
+DRz
 dA
 dET
 dg
@@ -18101,6 +18165,8 @@ drao
 dNd
 dNI
 doy
+doE
+dcu
 YI
 YT
 Yv
@@ -18777,6 +18843,8 @@ YTX
 YbV
 YTYZYQY
 Yqf
+YPD
+YjK
 cVuiT
 cJ
 cN
@@ -19496,6 +19564,9 @@ cZQ
 cVy
 circ
 cdot
+cXf
+cdR
+cVRm
 bI
 bx
 bM
@@ -20209,6 +20280,8 @@ bpj
 bkJe
 bZm
 bcbK
+bajt
+bOo
 jW
 je
 jz
@@ -21569,6 +21642,15 @@ aVh
 aEWX
 ask
 aYW
+alfabet
+abc
+aaaabcccccc
+aabbbc
+abbccc
+aaabbbccc
+aZI
+amTdF
+aQK
 uH
 uS
 uVn
@@ -22270,6 +22352,8 @@ umpmrmvmq
 ubkW
 uDW
 ukT
+uGLm
+uML
 Mh
 MediaBox
 MI
@@ -23012,6 +23096,10 @@ MIs
 MEoqhqx
 Meoyhyx
 MTy
+MHM
+MRtf
+Mtn
+Mqg
 lauG
 lc
 lS
@@ -23691,6 +23779,7 @@ lqD
 lsv
 lpX
 lbwb
+lÖ
 Kz
 KM
 Kw
@@ -24357,6 +24446,9 @@ KCHz
 KzRz
 KByy
 Kondensator
+KfC
+KqI
+KXb
 IS
 ID
 IQT
@@ -25064,6 +25156,9 @@ IZW
 Igz
 IJAD
 ISg
+Inc
+Ipp
+IiO
 qF
 qIF
 qy
@@ -25731,6 +25826,8 @@ qeu
 qXo
 qmuuj
 qIn
+qSVOXJ
+qtq
 Wd
 WKo
 Wm
@@ -26389,6 +26486,7 @@ WYU
 WyXyRuW
 WgU
 WaoW
+WtE
 rM
 ra
 rv
@@ -27077,6 +27175,7 @@ rJl
 rXcSBz
 rHG
 różniczkowalna
+rJL
 tI
 tU
 ta
@@ -27781,6 +27880,9 @@ tBjV
 tyv
 tEvE
 tfL
+terminalne
+tLk
+tbYua
 wo
 wHJ
 wKe
@@ -28467,6 +28569,8 @@ wrt
 wHb
 wZt
 warunkiem
+wCx
+wtM
 pDJ
 parenleftbigg
 parenrightbigg
@@ -29205,6 +29309,9 @@ pgK
 pVHW
 punkcie
 pain
+pomocniczy
+produkcji
+pJYA
 HD
 Ho
 Hg
@@ -29834,6 +29941,9 @@ Huw
 HyN
 HYx
 HOim
+HLo
+HsW
+HJw
 UDq
 Ue
 UV
@@ -30513,6 +30623,11 @@ UwTo
 UnE
 UFe
 Uqac
+UbNM
+UmV
+Uxi
+UAVBFG
+UWM
 yr
 yukC
 yF
@@ -31203,6 +31318,8 @@ ygzg
 yeaYBV
 yGg
 yfu
+yME
+yDV
 Zmo
 ZS
 ZW
@@ -31885,6 +32002,10 @@ ZuV
 ZtH
 ZAZ
 ZpS
+Zmg
+ZÜ
+ZZJ
+ZsS
 mD
 ma
 mj
@@ -32597,6 +32718,11 @@ mXG
 mrR
 mUg
 mUE
+metaalfabet
+mtjh
+mkk
+mUQ
+mUzE
 nD
 nF
 nZ
@@ -33295,6 +33421,11 @@ nre
 nwopovos
 nuMlj
 nlpu
+nHagHX
+njMI
+noV
+nMy
+nKv
 gNx
 gHI
 gri
@@ -33985,6 +34116,9 @@ gqZ
 gVH
 grp
 granicę
+gramatyki
+gas
+gQZ
 kXk
 kQ
 kx
@@ -34676,6 +34810,10 @@ khzJ
 kZaCaSasaK
 kgf
 krg
+kDg
+kQn
+kĄ
+kOL
 üx
 ün
 ür
@@ -35372,6 +35510,9 @@ hiZ
 hhK
 hIF
 hIr
+hDgF
+hzb
+hDz
 zC
 zZ
 zZes
@@ -36080,6 +36221,10 @@ zgX
 zgtd
 zDfTfLf
 zrzt
+zmiennych
+zfqd
+znr
+zOw
 ÜI
 Üj
 ÜX
@@ -36221,6 +36366,7 @@ zrzt
 Óz
 ÓW
 Óg
+Ós
 ęH
 ęP
 ęe
--- a/.obsidian/plugins/quick-latex/data.json
+++ b/.obsidian/plugins/quick-latex/data.json
@@ -1,9 +1,9 @@
 {
  "moveIntoMath_toggle": true,
  "autoCloseMath_toggle": false,
-  "autoCloseRound_toggle": true,
-  "autoCloseSquare_toggle": true,
-  "autoCloseCurly_toggle": true,
+  "autoCloseRound_toggle": false,
+  "autoCloseSquare_toggle": false,
+  "autoCloseCurly_toggle": false,
  "addAlignBlock_toggle": true,
  "addAlignBlock_parameter": "align*",
  "autoAlignSymbols": "= > < \\le \\ge \\neq \\approx",
--- a/.obsidian/workspace.json
+++ b/.obsidian/workspace.json
@@ -4,59 +4,22 @@
    "type": "split",
    "children": [
      {
-        "id": "e3f67ff91e1a0ec7",
+        "id": "d78597a825f50ab5",
        "type": "tabs",
        "children": [
          {
-            "id": "2876d87cd78f8cc4",
+            "id": "c8e570f8081d25d8",
            "type": "leaf",
            "state": {
              "type": "markdown",
              "state": {
-                "file": "Elektrotechnika/Wykład/1 SEM/1 SEM.md",
-                "mode": "source",
-                "source": false
-              }
-            }
-          },
-          {
-            "id": "9dfa8e90ce06f6bd",
-            "type": "leaf",
-            "state": {
-              "type": "markdown",
-              "state": {
-                "file": "AMiAL/Wykłady/1 SEM/20221125083233.md",
-                "mode": "source",
-                "source": false
-              }
-            }
-          },
-          {
-            "id": "710f7c554a075e32",
-            "type": "leaf",
-            "state": {
-              "type": "markdown",
-              "state": {
-                "file": "AMiAL/Wykłady/1 SEM/20221202082251.md",
-                "mode": "source",
-                "source": false
-              }
-            }
-          },
-          {
-            "id": "8f9834f9b39c8cbc",
-            "type": "leaf",
-            "state": {
-              "type": "markdown",
-              "state": {
-                "file": "AMiAL/Wykłady/1 SEM/20221125083233.md",
+                "file": "Myśli nieuczesane.md",
                "mode": "source",
                "source": false
              }
            }
          }
-        ],
-        "currentTab": 3
+        ]
      }
    ],
    "direction": "vertical"
@@ -122,7 +85,7 @@
            "state": {
              "type": "backlink",
              "state": {
-                "file": "AMiAL/Wykłady/1 SEM/20221125083233.md",
+                "file": "Myśli nieuczesane.md",
                "collapseAll": false,
                "extraContext": false,
                "sortOrder": "alphabetical",
@@ -139,7 +102,7 @@
            "state": {
              "type": "outgoing-link",
              "state": {
-                "file": "AMiAL/Wykłady/1 SEM/20221125083233.md",
+                "file": "Myśli nieuczesane.md",
                "linksCollapsed": false,
                "unlinkedCollapsed": true
              }
@@ -162,7 +125,7 @@
            "state": {
              "type": "outline",
              "state": {
-                "file": "AMiAL/Wykłady/1 SEM/20221125083233.md"
+                "file": "Myśli nieuczesane.md"
              }
            }
          },
@@ -199,24 +162,24 @@
            }
          }
        ],
-        "currentTab": 4
+        "currentTab": 7
      }
    ],
    "direction": "horizontal",
    "width": 300,
    "collapsed": true
  },
-  "active": "8f9834f9b39c8cbc",
+  "active": "c8e570f8081d25d8",
  "lastOpenFiles": [
-    "AMiAL/Wykłady/1 SEM/20221202082251.md",
-    "AMiAL/Wykłady/1 SEM/20221021083844.md",
-    "AMiAL/Wykłady/1 SEM/20221014083923.md",
-    "AMiAL/Ćwiczenia/1 SEM/20221202121227.md",
-    "AMiAL/Wykłady/1 SEM/20221125083233.md",
-    "AMiAL/Wykłady/Wykłady.md",
-    "AMiAL/Ściągi.md",
+    "AMiAL/Ćwiczenia/Zadania/ciagi_gr/Zadanie 1.md",
+    "AMiAL/!Materiały/ciagi_gr.pdf",
    "AMiAL/AMiAL.md",
-    "Elektrotechnika/Wykład/1 SEM/Prąd zmienny.md",
-    "Elektrotechnika/!Materiały/Wykłady/Wyklad_E4_2020.pdf"
+    "AMiAL/!Materiały/funkcje.pdf",
+    "AMiAL/!Materiały/li_zesp_odp.pdf",
+    "AMiAL/!Materiały/li_zesp.pdf",
+    "AMiAL/Ćwiczenia/1 SEM/20221209121051.md",
+    "AMiAL/Wykłady/Wykłady.md",
+    "AMiAL/Ćwiczenia/1 SEM/20221202121227.md",
+    "AMiAL/Ćwiczenia/1 SEM/20221123123903.md"
  ]
 }
--- a/SEM/20221209083058.md
+++ b/SEM/20221209083058.md
@@ -0,0 +1 @@
+Jeżeli f jest różniczkowalna i $\Delta x \ne 0$ jest przyrostem $x$ to $dy=f'(x)\Delta x$ jest różniczką
--- a/SEM/20221209121051.md
+++ b/SEM/20221209121051.md
@@ -0,0 +1,26 @@
+6)
+$$\begin{align}
+y &= \frac{2}{\sqrt[6]{x^{5}}}-\frac{x}{3}+\frac{\sqrt[4]{x^{3}}}{2}
+\\
+y &= \frac{2}{(x^{5})^{\frac{1}{6}}}-\frac{x}{3}+\frac{(x^3)^{\frac{1}{4}}}{2}
+\\
+
+y' &= 2(x^\frac{-11}{6})^{-\frac{5}{6}}-\frac{1}{3}+\frac{1}{2}*\frac{3}{4}*x^{-\frac{1}{4}}
+\\
+
+y' &= NaN
+\end{align}$$
+
+Można wyznaczyć pochodną tej funkcji za pomocą reguły różniczkowania złożonych funkcji. W szczególności, jeśli $f$ i $g$ są dwoma funkcjami, to pochodną funkcji $y=f(g(x))$ jest
+
+$y' = f'(g(x)) \cdot g'(x)$
+
+Możemy zastosować tę regułę do każdego składnika funkcji wyjściowej. W tym celu najpierw policzymy pochodne poszczególnych składników funkcji:
+
+$\frac{dy}{dx} = \frac{dy}{dx} \left(\frac{2}{\sqrt[6]{x^{5}}}-\frac{x}{3}+\frac{\sqrt[4]{x^{3}}}{2}\right)$
+
+$= \frac{dy}{dx} \left(\frac{2}{\sqrt[6]{x^{5}}}\right) - \frac{dy}{dx} \left(\frac{x}{3}\right) + \frac{dy}{dx} \left(\frac{\sqrt[4]{x^{3}}}{2}\right)$
+
+$= \frac{1}{(\sqrt[6]{x^{5}})^2} \cdot \frac{dy}{dx} \left(\sqrt[6]{x^{5}}\right) - \frac{1}{3} \cdot \frac{dy}{dx}(x) + \frac{1}{4} \cdot \frac{dy}{dx} \left(\sqrt[4]{x^{3}}\right)$
+
+$= \frac{1}{(\sqrt[6]{x^{5}})^2} \cdot \frac{dy}{dx} \left(\sqrt[6]{x^{5}}\right) - \frac{1}{3} \cdot 1 + \frac{1}{4} \cdot \frac{dy}{dx} \left(\sqrt[4]{x^{3}}\right)$
--- a/Elektrotechnika/Ćwiczenia/20221209102007.md
+++ b/Elektrotechnika/Ćwiczenia/20221209102007.md
@@ -0,0 +1,20 @@
+![[20221209102007 2022-12-09 10.20.56.excalidraw]]
+
+![[20221209102007 2022-12-09 10.37.42.excalidraw]]
+
+![[20221209102007 2022-12-09 10.46.14.excalidraw]]
+
+![[20221209102007 2022-12-09 10.56.09.excalidraw]]
+
+
+![[20221209102007 2022-12-09 11.06.42.excalidraw]]
+
+
+
+Rx=Rt Et/4Rt
+
+Et 
+
+
+
+# 3
--- a/nieuczesane.md
+++ b/nieuczesane.md
@@ -0,0 +1,19 @@
+Co openAI ćpie:
+
+To determine whether a sequence is monotonic, we must first determine whether the sequence is increasing or decreasing. To do this, we take the first derivative of the sequence and determine whether it is always positive, always negative, or has both positive and negative values.
+
+For the given sequence $a_n=n^{2}-8n+15$, the first derivative is $a'_n=2n-8$. This expression is always negative for values of $n$ greater than 4, and always positive for values of $n$ less than 4. This means that the sequence is decreasing for values of $n$ greater than 4 and increasing for values of $n$ less than 4.
+
+Therefore, the sequence is not monotonic because it is both increasing and decreasing. We can express this in LaTeX as follows:
+
+$a_n=n^{2}-8n+15$ is not monotonic because its first derivative, $a'_n=2n-8$, has both positive and negative values.
+
+
+
+The equation for adiabatic gas expansion is:
+
+$$\frac{dU}{dt} = \frac{PdV}{dt}$$
+
+where $U$ is the internal energy of the gas, $P$ is the pressure of the gas, and $V$ is the volume of the gas. This equation describes the change in the internal energy of the gas as it expands adiabatically, which means that there is no heat transfer between the gas and its surroundings.
+
+$\mathbb{R}$
--- a/PI/Ćwiczenia/Gramatyki.md
+++ b/PI/Ćwiczenia/Gramatyki.md
@@ -0,0 +1,88 @@
+```
+date: 20221205115525
+```
+
+# Notacja Chomsky'ego:
+$G=<V,\Sigma,P,\sigma>$, gdzie:
+- V - symbole terminalne
+- $\Sigma$ - metaalfabet - alfabet pomocniczy - symbole pomocnicze
+- P - lista produkcji
+- $\sigma$ - Głowa gramatyki
+
+
+abc 
+aaaabcccccc
+aabbbc
+
+## $\begin{gathered}a^{n}b^{m}c^{k} &n,m,k\geqslant1\end{gathered}$
+
+$G_{1}=<V_1,\Sigma_1,P_1,\sigma_1>$
+$V_1 = \{a,b,c\}$
+$\Sigma_1=\{\alpha,\beta,\gamma\}$
+$P_1=\begin{cases}\alpha \rightarrow a\alpha \\ \alpha \rightarrow a\beta \\ \beta \rightarrow b\beta \\ \beta \rightarrow b\gamma \\ \gamma \rightarrow c\gamma \\ \gamma \rightarrow c \end{cases}$
+$\sigma_1 = \alpha$
+
+## $\begin{gathered}a^{n}b^{m}c^{n} &n,m\geqslant1\end{gathered}$
+$G_{2}=<V_2,\Sigma_2,P_2,\sigma_2>$
+$V_2 = \{a,b,c\}$
+$\Sigma_2=\{\alpha,\beta\}$
+$P_2=\begin{cases}\alpha \rightarrow a\alpha c \\ \alpha \rightarrow a\beta c \\ \beta \rightarrow b \beta \\ \beta \rightarrow b \end{cases}$
+$\sigma_2 = \alpha$
+
+## $\begin{gathered}a^{n}b^{n}c^{n} &n\geqslant 1 \end{gathered}$
+$G_{3}=<V_2,\Sigma_2,P_2,\sigma_2>$
+$V_3 = \{a,b,c\}$
+$\Sigma_3=\{\alpha,\beta\}$
+$P_3=\begin{cases}\alpha \rightarrow abc \\ \alpha \rightarrow a\alpha \beta c \\ b\beta \rightarrow bb \\ c\beta \rightarrow \beta c \end{cases}$
+$\gamma = \alpha$
+
+## Przykłady
+abbccc w $G_1$
+$\alpha \rightarrow^2 a\beta \rightarrow^3 ab\beta \rightarrow^4 abb\gamma \rightarrow^5 abbc\gamma \rightarrow^5 abbcc\gamma \rightarrow^6 abbccc$
+
+Drzewo gramatyki
+```
+abbccc
+||||||
+|||||γ
+||||γ
+|||γ
+||β
+|β
+α
+``` 
+
+aaabbbccc $a^nb^nc^n$
+
+$\alpha \rightarrow^2 a\alpha\beta c \rightarrow^2aa\alpha\beta c\beta c\rightarrow^1 aaabc\beta c\beta cc \rightarrow^{4,4} aaab\beta c\beta cc \rightarrow^4 aaab\beta\beta cc \rightarrow^3  aaabb\beta ccc\rightarrow^3 aaabbbccc$
+
+# Notacja BNF:
+$V={a,b,c}$
+$\Sigma = \{<\alpha>,<\beta>\}$
+$P = \begin{gathered}\{<\alpha>::= a<\alpha>c|a<\beta>c \\ <\beta>::= a \}\end{gathered}$
+
+
+### Nazwy zmiennych:
+$$\begin{gathered}
+V=\{a..z,A..Z,0..9\} \\
+\Sigma = \{<ident>,<litera>,<cyfra>\} \\
+P=\{<ident>::=<litera>|<ident><litera>|<ident><cyfra>\\
+<ident>::=a|..|z|A|..|Z \\
+<cyfra>::=0|..|9 \} \\
+\sigma = <ident>
+\end{gathered}$$
+
+
+### Adres IP
+V={0..9,.}
+Σ = {<IP>, <bajt>, <l1>,<l2>,<l3>, <0-9>
+P={<IP>::=<bajt>.<bajt>.<bajt>.<bajt>
+<bajt>::=<l1>|<l2>|<l3>
+<l1>::=<0-9>
+<0-9>::=0|<1-9>
+<l2>::=<1-9><0-9>
+<1-9>::=1|..|9
+<l3>::=1<0-9><0-9>|2<0-4><0-9>|25<0-5>
+<0-4>::=0|1|2|3|4
+<0-5>::=5|<0-4>}
+σ=<IP>
Author	SHA1	Message	Date
VectorKappa	451ab4e484	vault backup: 2022-12-09 14:00:54	2022-12-09 14:00:54 +01:00
VectorKappa	1a95efa6ea	vault backup: 2022-12-09 12:58:54	2022-12-09 12:58:54 +01:00
VectorKappa	39b13d18a2	vault backup: 2022-12-09 12:52:32	2022-12-09 12:52:32 +01:00
VectorKappa	76e7153474	vault backup: 2022-12-09 12:32:58	2022-12-09 12:32:58 +01:00
VectorKappa	7a5dcf3040	vault backup: 2022-12-09 12:10:34	2022-12-09 12:10:34 +01:00
VectorKappa	8e410005d0	vault backup: 2022-12-09 11:21:19	2022-12-09 11:21:19 +01:00
VectorKappa	aa6ae8932e	vault backup: 2022-12-09 11:01:55	2022-12-09 11:01:55 +01:00
VectorKappa	a49e588f05	vault backup: 2022-12-09 08:37:28	2022-12-09 08:37:28 +01:00
VectorKappa	39e1603bd9	vault backup: 2022-12-09 08:29:50	2022-12-09 08:29:50 +01:00
VectorKappa	02f9622ebf	vault backup: 2022-12-05 12:53:16	2022-12-05 12:53:17 +01:00
VectorKappa	adc76d6644	vault backup: 2022-12-05 11:54:52	2022-12-05 11:54:53 +01:00
				`@@ -0,0 +1 @@`
				`Jeżeli f jest różniczkowalna i $\Delta x \ne 0$ jest przyrostem $x$ to $dy=f'(x)\Delta x$ jest różniczką`