Title: Graphen

Bestimmen Sie die Funktion zum Graph:

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\(f(x)=\)

Basic plot

[value] The following plot tests the option to explicitly test the alt-text. [value]

Multiple graphs, clips the \(y\) values

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With and without a grid

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Discrete plots

Basic discrete plot. [value] Points: by default the points are too large! [value] [value] Notice the size of the points is controlled by the second argument in the list `[points, 1]`. This is documented in Maxima under "Plot option: style". A more complicated example is below. [value] Combination of discrete plots with normal plots. [value] [value] [value] [value] Using different point styles. [value]

Parametric plots

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Setting non-trivial options: labels on the axes and legend

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Log scale for y-axis, with red colour

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Turn off the box, grid and the axes

Default options [value] [axes, false] [value] [box, false] [value]

Putting the axes in the middle

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Q: test
- Zone 1 | Antwort 1
- Zone 2 | Antwort 2
- Zone 3 | Antwort 3
- Zone 4 | Antwort 4

Kannst du noch...?

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Gegeben sei eine Parabel \(f\) und eine Tangente \(g\) im Punkt \(P(...)\). Bestimmen Sie die Funktionsvorschriften der beiden Kurven.

\(f(x) \,=\,\)

\(g(x) \,=\,\)

Q: test
- Zone 1 | Antwort 3
- Zone 3 | Antwort 2
- Zone 5 | Antwort 1
- Zone 6 | Antwort 4

\(x-2^2\)

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\(\frac{1}{2} \cdot x^2\)

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