Differentialgleichungen

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12 MatheIII03-.nb In[106]:= plot2 = PlotB Out[106]= Evaluate@Table@y@xD ê. DSolve@8DE, y@0D k
MatheIII03-.nb 13 In[107]:= Show@plot1, plot2, PlotRange → 8−5, 5< D Out[107]= 4 2 0 -2 -4 nach unserer Formel: In[108]:= a =−1; b = x; -4 -2 0 2 4 Allgemeine Lösung der homogenen Differentialgleichung: In[109]:= hom = y1 → K ∗Ÿ−a x Out[109]= y1 Ø K ‰ x Variation der Konstanten: In[110]:= ‡ b Ÿ a x x Out[110]= ‰ -x H-x - 1L Spezielle Lösung der inhomogenen Differentialgleichung: In[111]:= var = y2 → Ÿ −a x ∗ ‡ b Ÿ a x x Out[111]= y2 Ø-x - 1 Allgemeine Lösung der inhomogenen Differentialgleichung:
Page 1 and 2: Differentialgleichungen Differentia
Page 3 and 4: MatheIII03-.nb 3 In[64]:= plot1 = D
Page 5 and 6: MatheIII03-.nb 5 In[66]:= Show@plot
Page 7 and 8: MatheIII03-.nb 7 In[73]:= plot1 = D
Page 9 and 10: MatheIII03-.nb 9 à Beispiel 1.12 I
Page 11: MatheIII03-.nb 11 In[104]:= plot1 =

Differentialgleichungen

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