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Ordinary Differential Equations (ODEs) using power series expansion methods such as Taylor’s series.

Power series method generates solution through:

a: Direct integration Explanation

Explanation

b: Recursive coefficient calculation Explanation

Explanation

c: Numerical differentiation Explanation

Explanation

d: Graphical interpolation Explanation

Explanation

Series expansion terms primarily affect:

a: Computational speed Explanation

Explanation

b: Solution approximation accuracy Explanation

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c: Initial condition Explanation

Explanation

d: Equation complexity Explanation

Explanation