# Wolfram Language & System 10.4 (2016)|Legacy Documentation

This is documentation for an earlier version of the Wolfram Language.
BUILT-IN WOLFRAM LANGUAGE SYMBOL

# SeriesCoefficient

SeriesCoefficient[series,n]
finds the coefficient of the -order term in a power series in the form generated by Series.

SeriesCoefficient[f,{x,x0,n}]
finds the coefficient of in the expansion of f about the point .

SeriesCoefficient[f,{x,x0,nx},{y,y0,ny},]
finds a coefficient in a multivariate series.

## Details and OptionsDetails and Options

• In the form SeriesCoefficient[f,{x,x0,n}], the order n can be symbolic.
• The following options can be given:
•  Assumptions \$Assumptions assumptions to make about parameters Method Automatic method to use
• For explicit SeriesData objects, the form SeriesCoefficient[series,{nx,ny,}] can also be used.

## ExamplesExamplesopen allclose all

### Basic Examples  (4)Basic Examples  (4)

Find the coefficient for a term in a series:

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Find the coefficient of the general term in a series:

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Find the coefficient for a term in a multivariate series:

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Find the coefficient for a general term in a multivariate series:

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