Added additional unit tests for symmath library that verify

symmath_check for simple symbolic input strings.

lms/lib/symmath/symmath_check.py

@@ -325,53 +325,3 @@ def symmath_check(expect, ans, dynamath=None, options=None, debug=None, xml=None
         msg += '<hr>'
 
     return {'ok': False, 'msg': msg, 'ex': fexpect, 'got': fsym}
-
-#-----------------------------------------------------------------------------
-# tests
-
-
-def sctest1():
-    x = "1/2*(1+(k_e* Q* q)/(m *g *h^2))"
-    y = '''
-<math xmlns="http://www.w3.org/1998/Math/MathML">
-  <mstyle displaystyle="true">
-    <mfrac>
-      <mn>1</mn>
-      <mn>2</mn>
-    </mfrac>
-    <mrow>
-      <mo>(</mo>
-      <mn>1</mn>
-      <mo>+</mo>
-      <mfrac>
-        <mrow>
-          <msub>
-            <mi>k</mi>
-            <mi>e</mi>
-          </msub>
-          <mo>⋅</mo>
-          <mi>Q</mi>
-          <mo>⋅</mo>
-          <mi>q</mi>
-        </mrow>
-        <mrow>
-          <mi>m</mi>
-          <mo>⋅</mo>
-          <mrow>
-            <mi>g</mi>
-            <mo>⋅</mo>
-          </mrow>
-          <msup>
-            <mi>h</mi>
-            <mn>2</mn>
-          </msup>
-        </mrow>
-      </mfrac>
-      <mo>)</mo>
-    </mrow>
-  </mstyle>
-</math>
-'''.strip()
-    z = "1/2(1+(k_e* Q* q)/(m *g *h^2))"
-    r = sympy_check2(x, z, {'a': z, 'a_fromjs': y}, 'a')
-    return r

lms/lib/symmath/test_symmath_check.py

@@ -10,6 +10,64 @@ class SymmathCheckTest(TestCase):
         number_list = [i + 0.01 for i in range(-100, 100)]
         self._symmath_check_numbers(number_list)
 
+    def test_symmath_check_same_symbols(self):
+        expected_str = "x+2*y"
+        dynamath = '''
+<math xmlns="http://www.w3.org/1998/Math/MathML">
+  <mstyle displaystyle="true">
+  <mrow>
+    <mi>x</mi>
+    <mo>+</mo>
+    <mn>2</mn>
+    <mo>*</mo>
+    <mi>y</mi>
+  </mrow>
+</mstyle>
+</math>'''.strip()
+
+        # Expect that the exact same symbolic string is marked correct
+        result = symmath_check(expected_str, expected_str, dynamath=[dynamath])
+        self.assertTrue('ok' in result and result['ok'])
+
+    def test_symmath_check_equivalent_symbols(self):
+        expected_str = "x+2*y"
+        input_str = "x+y+y"
+        dynamath = '''
+<math xmlns="http://www.w3.org/1998/Math/MathML">
+  <mstyle displaystyle="true">
+  <mrow>
+    <mi>x</mi>
+    <mo>+</mo>
+    <mi>y</mi>
+    <mo>+</mo>
+    <mi>y</mi>
+  </mrow>
+</mstyle>
+</math>'''.strip()
+
+        # Expect that equivalent symbolic strings are marked correct
+        result = symmath_check(expected_str, input_str, dynamath=[dynamath])
+        self.assertTrue('ok' in result and result['ok'])
+
+    def test_symmath_check_different_symbols(self):
+        expected_str = "0"
+        input_str = "x+y"
+        dynamath = '''
+<math xmlns="http://www.w3.org/1998/Math/MathML">
+  <mstyle displaystyle="true">
+  <mrow>
+    <mi>x</mi>
+    <mo>+</mo>
+    <mi>y</mi>
+  </mrow>
+</mstyle>
+</math>'''.strip()
+
+        # Expect that an incorrect response is marked incorrect
+        result = symmath_check(expected_str, input_str, dynamath=[dynamath])
+        self.assertTrue('ok' in result and not result['ok'])
+        self.assertFalse('fail' in result['msg'])
+
     def _symmath_check_numbers(self, number_list):
 
         for n in number_list: