31010: Function test for xfm:tan

Documentation

Tests of function xfm:tan The test cases below are taken from the w3c XPath 3.1 test suite at https://dev.w3.org/cvsweb/2011/QT3-test-suite/math/.

Owners

Name	Affiliation	Email	Start	End
Harald Schmitt	ABZ Reporting GmbH	harald.schmitt@abz-reporting.com	29-10-2018 at 00:00:00

References

https://www.w3.org/TR/xpath-functions-31/#func-math-tan

https://dev.w3.org/cvsweb/2011/QT3-test-suite/math/

Test Case Variations

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V-01 Evaluate the function xfm:tan() with the argument ()

Documentation

Inputs

• schema: http://www.xbrl.org/2003/xbrl-instance-2003-12-31.xsd (DTS Discovery starting point) (ID=V01)
• Function Call: xfm:tan(())
  
  (against file V01)

Outputs

• Result test: empty($result)

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V-02 Evaluate the function xfm:tan() with the argument 0

Documentation

Inputs

• schema: http://www.xbrl.org/2003/xbrl-instance-2003-12-31.xsd (DTS Discovery starting point) (ID=V02)
• Function Call: xfm:tan(0)
  
  (against file V02)

Outputs

• Result test: $result eq 0.0e0

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V-03 Evaluate the function xfm:tan() with the argument -0.0e0

Documentation

Inputs

• schema: http://www.xbrl.org/2003/xbrl-instance-2003-12-31.xsd (DTS Discovery starting point) (ID=V03)
• Function Call: xfm:tan(-0.0e0)
  
  (against file V03)

Outputs

• Result test: $result eq -0.0e0

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V-04 Evaluate the function xfm:tan() with the argument xfm:pi() div 4

Documentation

Inputs

• schema: http://www.xbrl.org/2003/xbrl-instance-2003-12-31.xsd (DTS Discovery starting point) (ID=V04)
• Function Call: xfm:tan(xfm:pi() div 4)
  
  (against file V04)

Outputs

• Result test: abs($result - 1.0e0) lt 0.0000001

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V-05 Evaluate the function xfm:tan() with the argument -xfm:pi() div 4

Documentation

Inputs

• schema: http://www.xbrl.org/2003/xbrl-instance-2003-12-31.xsd (DTS Discovery starting point) (ID=V05)
• Function Call: xfm:tan(-xfm:pi() div 4)
  
  (against file V05)

Outputs

• Result test: abs($result - -1.0e0) lt 0.0000001

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V-06 Evaluate the function xfm:tan() with the argument xfm:pi() div 4

Documentation

Inputs

• schema: http://www.xbrl.org/2003/xbrl-instance-2003-12-31.xsd (DTS Discovery starting point) (ID=V06)
• Function Call: xfm:tan(xfm:pi() div 4) - 1
  
  (against file V06)

Outputs

• Result test: abs($result) le 1e-12

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V-07 Evaluate the function xfm:tan() with the argument xfm:pi() div 4

Documentation

Inputs

• schema: http://www.xbrl.org/2003/xbrl-instance-2003-12-31.xsd (DTS Discovery starting point) (ID=V07)
• Function Call: xfm:tan(-xfm:pi() div 4) + 1
  
  (against file V07)

Outputs

• Result test: abs($result) le 1e-12

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V-08 Evaluate the function xfm:tan() with the argument xfm:pi()

Documentation

Inputs

• schema: http://www.xbrl.org/2003/xbrl-instance-2003-12-31.xsd (DTS Discovery starting point) (ID=V08)
• Function Call: xfm:tan(xfm:pi())
  
  (against file V08)

Outputs

• Result test: abs($result) < 1e-12

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V-09 Evaluate the function xfm:tan() with the argument xs:double('NaN')

Documentation

Inputs

• schema: http://www.xbrl.org/2003/xbrl-instance-2003-12-31.xsd (DTS Discovery starting point) (ID=V09)
• Function Call: xfm:tan(xs:double('NaN'))
  
  (against file V09)

Outputs

• Result test: string($result) eq 'NaN'

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V-10 Evaluate the function xfm:tan() with the argument xs:double('INF')

Documentation

Inputs

• schema: http://www.xbrl.org/2003/xbrl-instance-2003-12-31.xsd (DTS Discovery starting point) (ID=V10)
• Function Call: xfm:tan(xs:double('INF'))
  
  (against file V10)

Outputs

• Result test: string($result) eq 'NaN'

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V-11 Evaluate the function xfm:tan() with the argument xs:double('-INF')

Documentation

Inputs

• schema: http://www.xbrl.org/2003/xbrl-instance-2003-12-31.xsd (DTS Discovery starting point) (ID=V11)
• Function Call: xfm:tan(xs:double('-INF'))
  
  (against file V11)

Outputs

• Result test: string($result) eq 'NaN'

Revisions

Name	On	Details
Harald Schmitt	29-10-2018 at 00:00:00	Created the test case.