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| author | Florian Fischer <florian.fischer@muhq.space> | 2023-06-26 09:59:05 +0200 |
|---|---|---|
| committer | Florian Fischer <florian.fischer@muhq.space> | 2023-06-26 09:59:05 +0200 |
| commit | 578bcb96a165d95473fc37e526000945b5c9d4b7 (patch) | |
| tree | f72984f0326169d173fe2594c285aa2d39e64d36 | |
| parent | dd381770d5207a571e70fc5493a2eb50761b352e (diff) | |
| download | unterricht-578bcb96a165d95473fc37e526000945b5c9d4b7.tar.gz unterricht-578bcb96a165d95473fc37e526000945b5c9d4b7.zip | |
use proper unit formatting and add a evaluative sentence
| -rw-r--r-- | Mathe/10/5/Kugeloberflaeche/_handout.tex | 15 |
1 files changed, 10 insertions, 5 deletions
diff --git a/Mathe/10/5/Kugeloberflaeche/_handout.tex b/Mathe/10/5/Kugeloberflaeche/_handout.tex index d3529b31..9936602d 100644 --- a/Mathe/10/5/Kugeloberflaeche/_handout.tex +++ b/Mathe/10/5/Kugeloberflaeche/_handout.tex @@ -1,3 +1,4 @@ +\usepackage{siunitx} \usepackage{unicode-math} \usepackage{fontawesome5} @@ -55,19 +56,23 @@ $V_{Kugel}$ & = & \solution{$\frac{1}{3} \cdot$} & \solution{$O_{Kugel} \cdot r$ \subsubsection*{Überflutete Landmasse} +{\Large \faIcon[regular]{lightbulb}} Berechne die \textbf{Geflutete Landfläche} und bewerte dein Ergebnis mit Blick auf seine Aussagekraft. \\ + % \begin{tabular}{ >{\bfseries}r l p{3cm}} % Geg.: & $r_{Erde} = 6371 km, O_{Wasser} = 360.570.000 km^2 \newline O_{geflutet} = 150.000 km^2$ & \multirow{3}{3cm}{\vspace{-1cm}\includegraphics[width=4cm, keepaspectratio]{img/sea_level_change1993-2007.png}} \\ % Ges.: & $\text{Geflutete Landfläche in Prozent}$ & \\ % \end{tabular} -\textbf{Geg.}: $r_{Erde} = 6371 km$, $O_{Wasser} = 360.570.000 km^2$, $O_{geflutet} = 150.000 km^2$ \vspace{3mm} \\ -\textbf{Ges.}: $\text{Geflutete Landfläche in Prozent}$ \\ +\textbf{Geg.}: $r_{Erde} = \SI{6371}{km}$, $O_{Wasser} = \SI{360570000}{km^2}$, $O_{geflutet} = \SI{150000}{km^2}$ \iftoggle{lehrerversion}{ +\vspace{5mm} \Large -\noindent$O_{Erde} = 4 \cdot \pi \cdot (6371 km)^2 \approx 510.064.471 km^2$ \vspace{5mm} \\ -$O_{Landmasse} = O_{Erde} - O_{Wasser} = 510.064.471 km^2 - 360.570.000 km^2 = 149.494.471 km^2$ \vspace{5mm} \\ -$\frac{O_{geflutet}}{O_{Landmasse}} * 100 = \frac{150.000 km^2}{149.494.471 km^2} * 100 \approx \underline{\underline{0.1\%}}$ +\noindent$O_{Erde} = 4 \cdot \pi \cdot (\SI{6371}{km})^2 \approx \SI{510064471}{km^2}$ \vspace{5mm} \\ +$O_{Landmasse} = O_{Erde} - O_{Wasser} = \SI{510064471}{km^2} - \SI{360570000}{km^2} = \SI{149494471}{km^2}$ \vspace{5mm} \\ +$\frac{O_{geflutet}}{O_{Landmasse}} * 100 = \frac{\SI{150000}{km^2}}{\SI{149494471}{km^2}} * 100 \approx \underline{\underline{0.1\%}}$ \vspace{5mm} \\ + +Der Prozentsatz an verlorener Fläche sagt nichts über ihre tatsächliche Bedeutung für die Menschheit aus. }{ \kariert{12} } |