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A few places we used an option of 'imaginaryi', which isn't a real option. Doesn't change any behavior.

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This commit is contained in:
Ned Batchelder
2013-02-21 13:24:32 -05:00
parent a40aed58d0
commit 42eee48ec9
3 changed files with 6 additions and 8 deletions
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2
common/lib/sandbox-packages/symmath/formula.py
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@@ -736,4 +736,4 @@ def test6(): # imaginary numbers
</mstyle>
</math>
'''
return formula(xmlstr, options='imaginaryi')
return formula(xmlstr, options='imaginary')

10
common/lib/xmodule/test_files/symbolicresponse.xml
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@@ -16,12 +16,10 @@ real time, next to the input box.
<text>Compute [mathjax] U = \exp\left( i \theta \left[ \begin{matrix} 0 &amp; 1 \\ 1 &amp; 0 \end{matrix} \right] \right) [/mathjax]
and give the resulting \(2 \times 2\) matrix. <br/>
Your input should be typed in as a list of lists, eg <tt>[[1,2],[3,4]]</tt>. <br/>
[mathjax]U=[/mathjax]
<symbolicresponse answer="[[cos(theta),I*sin(theta)],[I*sin(theta),cos(theta)]]" options="matrix,imaginaryi" >
<textline size="80" math="1" />
</symbolicresponse>
<br/>
[mathjax]U=[/mathjax] <symbolicresponse cfn="symmath_check" answer="[[cos(theta),I*sin(theta)],[I*sin(theta),cos(theta)]]" options="matrix,imaginary" id="filenamedogi0VpEBOWedxsymmathresponse_1" state="unsubmitted">
<textline size="80" math="1" response_id="2" answer_id="1" id="filenamedogi0VpEBOWedxsymmathresponse_2_1"/>
</symbolicresponse>
<br/>
</text>
</text>

2
common/test/data/full/problem/test_files/symbolicresponse.xml
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@@ -19,7 +19,7 @@ from symmath import *
<text>Compute [mathjax] U = \exp\left( i \theta \left[ \begin{matrix} 0 &amp; 1 \\ 1 &amp; 0 \end{matrix} \right] \right) [/mathjax]
and give the resulting \(2 \times 2\) matrix. <br/>
Your input should be typed in as a list of lists, eg <tt>[[1,2],[3,4]]</tt>. <br/>
[mathjax]U=[/mathjax] <symbolicresponse cfn="symmath_check" answer="[[cos(theta),I*sin(theta)],[I*sin(theta),cos(theta)]]" options="matrix,imaginaryi" id="filenamedogi0VpEBOWedxsymmathresponse_1" state="unsubmitted">
[mathjax]U=[/mathjax] <symbolicresponse cfn="symmath_check" answer="[[cos(theta),I*sin(theta)],[I*sin(theta),cos(theta)]]" options="matrix,imaginary" id="filenamedogi0VpEBOWedxsymmathresponse_1" state="unsubmitted">
<textline size="80" math="1" response_id="2" answer_id="1" id="filenamedogi0VpEBOWedxsymmathresponse_2_1"/>
</symbolicresponse>
<br/>