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refactor: use \qty and \unit in slides of chapter 6 "Strom, Spannung, Widerstand, Leistung, Energie"

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Mario Haustein
2026-02-19 00:57:56 +01:00
parent 74db616ab1
commit 0a61bd5e1d
15 changed files with 147 additions and 147 deletions
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contents/slides/spitze_effektiv_wert.md
+5 -5
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@@ -43,7 +43,7 @@ $\hat{U} = U_{eff}\cdot \sqrt{2}$
$\hat{U} = U_{eff}\cdot \sqrt{2}$
$U_{eff} = \dfrac{\hat{U}}{\sqrt{2}}$
$U_{eff} = \dfrac{1V}{1,41} \approx 0,7V$
$U_{eff} = \dfrac{\qty{1}{\volt}}{1,41} \approx \qty{0,7}{\volt}$
---
[question:EB404]
@@ -56,7 +56,7 @@ $U_{eff} = \dfrac{1V}{1,41} \approx 0,7V$
$\hat{U} = U_{eff}\cdot \sqrt{2}$
$U_{eff} = \dfrac{\hat{U}}{\sqrt{2}}$
$U_{eff} = \dfrac{12V}{1,41} \approx 8,5V$
$U_{eff} = \dfrac{\qty{12}{\volt}}{1,41} \approx \qty{8,5}{\volt}$
---
[question:EB403]
@@ -64,10 +64,10 @@ $U_{eff} = \dfrac{12V}{1,41} \approx 8,5V$
### Lösungsweg
$\hat{U} = U_{eff}\cdot \sqrt{2}$
$\hat{U} = 12V\cdot 1,41 \approx 17V$
$\hat{U} = \qty{12}{\volt}\cdot 1,41 \approx \qty{17}{\volt}$
$U_{SS} = 2\cdot \hat{U}$
$U_{SS} = 2\cdot 17V = 34V$
$U_{SS} = 2\cdot \qty{17}{\volt} = \qty{34}{\volt}$
---
[question:EB401]
@@ -79,7 +79,7 @@ $U_{SS} = 2\cdot 17V = 34V$
### Lösungsweg
$\hat{U} = U_{eff}\cdot \sqrt{2}$
$\hat{U} = 230V\cdot 1,41 \approx 325V$
$\hat{U} = \qty{230}{\volt}\cdot 1,41 \approx \qty{325}{\volt}$
---
[question:EB402]