Maclaurin Entwicklungen und HTML Export
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src/klausurvorbereitung/maclaurin_entwicklungen.html
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src/klausurvorbereitung/maclaurin_entwicklungen.html
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src/klausurvorbereitung/maclaurin_entwicklungen.py
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src/klausurvorbereitung/maclaurin_entwicklungen.py
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#%%
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"""
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Maclaurin Entwicklungen
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"""
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import IPython.display as dp
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import sympy as sp
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# Konfig
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sp.init_printing()
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x = sp.symbols("x")
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# Parameter
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n = 2
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F = sp.sqrt(1 + x)
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# Berechnungen
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T = sp.series(F, x, 0, n+2)
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# Ausgabe
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dp.display(F)
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dp.display(T)
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# Parameter
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n = 2
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F = sp.log(sp.sqrt(sp.cos(x)))
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# Berechnungen
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T = sp.series(F, x, 0, n+3)
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# Ausgabe
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dp.display(F)
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dp.display(T)
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# Parameter
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n = 2
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F = 1 / (1 + 2 * sp.sin(x))
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# Berechnungen
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T = sp.series(F, x, 0, n+1)
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# Ausgabe
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dp.display(F)
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dp.display(T)
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# %%
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