Kurs:Mathematik für Anwender (Osnabrück 2011-2012)/Teil I/Arbeitsblatt 26/en
- Warm-up-exercises
Exercise
Exercise
Determine the coefficients in the partial fraction decomposition of Example 26.5 by replacing with some numbers.
Exercise
Determine the complex and the real partial fraction decomposition
of
Exercise
Determine the
complex partial fraction decomposition of
Exercise
Determine the complex and the real partial fraction decomposition
of
Exercise
Determine the complex and the real partial fraction decomposition
of
Exercise
Determine the complex and the real partial fraction decomposition
of
Exercise
Determine an antiderivative of the function
Exercise
Determine an antiderivative of the function
Exercise
Determine an antiderivative of the function
Exercise
Determine an antiderivative of the function
through partial fraction decomposition.
Exercise
We consider the function
a) Determine the real partial fraction decomposition of .
b) Determine an antiderivative of for .
Exercise
Find a representation of the rational number as a sum of rational numbers, such that every denominator is a power of a prime number.
- Hand-in-exercises
Exercise (4 points)
Write the rational function
in the new variables . Compute the antiderivative through the real partial fraction decomposition and through the substitution .
Exercise (4 points)
Determine the complex and the real partial fraction decomposition
of
Exercise (4 points)
Determine the complex and the real partial fraction decomposition
of
Exercise (4 points)
Determine an antiderivative of the function
Exercise (5 points)
Determine an antiderivative of the function
Exercise (1 point)
Determine an antiderivative of the function
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