Cos: Unterschied zwischen den Versionen
Zur Navigation springen
Zur Suche springen
Spobel (Diskussion | Beiträge) (→Syntax) |
|||
Zeile 3: | Zeile 3: | ||
===Syntax=== | ===Syntax=== | ||
cos( | cos([[Ganzzahl]] zahl) | ||
===Parameter=== | ===Parameter=== |
Version vom 4. Oktober 2017, 13:19 Uhr
Beschreibung
Der Kosinus wird durch die cos-Funktion beschrieben. Sie erwartet eine Eingabe und gibt eine Zahl zurück.
Syntax
cos(Ganzzahl zahl)
Parameter
- zeichenkette - ein Wert im Bogenmaß
Return Value
- Gibt den Wert der Kosinus Funktion an der Stelle zurück.
Beispiele
cos('0') --> returns 1
cos('Pi') --> returns -1
JUnit Tests
[Anzeigen]
@BeforeClass
public static void beforeTest() {
fillInVariableMap.put(3, OMCreator.createOMOBJ(OMSymbol.NUMS1_PI));
exerciseVariableMap.put("c", OMCreator.createOMOBJ(OMSymbol.NUMS1_PI));
}
@Test
public void testCos1() {
assertEquals(1, Evaluator.getNumberResult("cos('0')", exerciseVariableMap, fillInVariableMap), 0.0);
}
@Test
public void testCos2() {
assertEquals(0, Evaluator.getNumberResult("cos('[var=PI]/2')", exerciseVariableMap, fillInVariableMap), 0.0001);
}
@Test
public void testCos3() {
assertEquals(-1, Evaluator.getNumberResult("cos('[var=PI]')", exerciseVariableMap, fillInVariableMap), 0.0);
}
@Test
public void testCos4() {
assertEquals(1, Evaluator.getNumberResult("cos(0)", exerciseVariableMap, fillInVariableMap), 0.0);
}
@Test
public void testCos5() {
assertEquals(0, Evaluator.getNumberResult("cos([var=PI]/2)", exerciseVariableMap, fillInVariableMap), 0.0001);
}
@Test
public void testCos6() {
assertEquals(-1, Evaluator.getNumberResult("cos([var=PI])", exerciseVariableMap, fillInVariableMap), 0.0);
}
@Test
public void testCosWithInput1() {
assertEquals(1, Evaluator.getNumberResult("cos('[pos=1]')", exerciseVariableMap, fillInVariableMap), 0.0);
}
@Test
public void testCosWithInput2() {
assertEquals(0.5403023058681398,
Evaluator.getNumberResult("cos('[pos=2]')", exerciseVariableMap, fillInVariableMap), 0.0001);
}
@Test
public void testCosWithInput3() {
assertEquals(-1, Evaluator.getNumberResult("cos('[pos=3]')", exerciseVariableMap, fillInVariableMap), 0.0);
}
@Test
public void testCosWithVariables1() {
assertEquals(1, Evaluator.getNumberResult("cos('[var=a]')", exerciseVariableMap, fillInVariableMap), 0.0);
}
@Test
public void testCosWithVariables2() {
assertEquals(0.5403023058681398,
Evaluator.getNumberResult("cos('[var=b]')", exerciseVariableMap, fillInVariableMap), 0.0001);
}
@Test
public void testCosWithVariables3() {
assertEquals(-1, Evaluator.getNumberResult("cos('[var=c]')", exerciseVariableMap, fillInVariableMap), 0.0);
}
@Test
public void testCosWithVariables4() {
assertEquals(-1, Evaluator.getNumberResult("cos('[var=PI]')", exerciseVariableMap, fillInVariableMap), 0.0);
}
@Test
public void testCosWithExpression1() {
assertEquals(0.5403023058681398,
Evaluator.getNumberResult("cos(cos(0))", exerciseVariableMap, fillInVariableMap), 0.0001);
}
@Test
public void testCosWithExpression2() {
assertEquals(0.8575532158463934,
Evaluator.getNumberResult("cos(cos(cos(0)))", exerciseVariableMap, fillInVariableMap), 0.0001);
}
@Test(expected = FunctionInvalidArgumentTypeException.class)
public void testCosWithONECharacter() {
Evaluator.getNumberResult("cos(a)", exerciseVariableMap, fillInVariableMap);
}
@Test(expected = FunctionInvalidArgumentTypeException.class)
public void testCosWithEmptyStringArgument() {
Evaluator.getNumberResult("cos('')", exerciseVariableMap, fillInVariableMap);
}
@Test(expected = FunctionInvalidNumberOfArgumentsException.class)
public void testCosWithEmptyArgument() {
Evaluator.getNumberResult("cos()", exerciseVariableMap, fillInVariableMap);
}
@Test(expected = UndefinedExerciseVariableException.class)
public void testCosWithoutExerciseVariable() {
Evaluator.getNumberResult("cos([var=j])", exerciseVariableMap, fillInVariableMap);
}
@Test(expected = UndefinedFillInVariableException.class)
public void testCosWithoutInput() {
Evaluator.getNumberResult("cos([pos=42])", exerciseVariableMap, fillInVariableMap);
}
Hinweise
- Der Eingabewert muss im Bogenmaß sein. Wenn man einen Gradmaß hat muss dieser zunächst umgerechnet werden.