public void TestFormula()
{
Dictionary<string, double> variables = new Dictionary<string, double>();
variables.Add("a", 2);
variables.Add("b", 3);
variables.Add("c", 5);
variables.Add("k", 4);
variables.Add("f", 4);
variables.Add("d", 8);
variables.Add("var1", 2);
variables.Add("some", 3);
variables.Add("n", 30);
variables.Add("m", 45);
variables.Add("alakiy5", 45);
FormulaEngine.Net.Engine ap = new FormulaEngine.Net.Engine(variables);
//case1
double result = ap.Process("(var1*alakiy5/c)*log10(c+k)");
Assert.AreEqual(17.176365169907847, result, "case1");
//case2
result = ap.Process("(var1*alakiy5/c)*log10(log10(c+k))");
Assert.AreEqual(-0.36614232839810484, result, "case2");
//case3
result = ap.Process("((log10(a))*b)+pow(a,b)");
Assert.AreEqual(8.9030899869919438, result, "case3");
//case4
result = ap.Process("((log10(a))*b)+pow(pow(a,c),b)");
Assert.AreEqual(32768.90308998699, result, "case4");
//case5
result = ap.Process("log10(pow(a,b))");
Assert.AreEqual(0.90308998699194354, result, "case5");
//case6
result = ap.Process("var1+c");
Assert.AreEqual(7, result, "case6");
//case7
result = ap.Process("sqrt(n)");
Assert.AreEqual(5.4772255750516612, result, "case7");
//case8
result = ap.Process("(log(pow(a,b)))+(cos(n)*(tan(m)))");
Assert.AreEqual(2.329294213313164, result, "case8");
//case9
result = ap.Process("(var1+c)*6");
Assert.AreEqual(42, result, "case9");
//case10
result = ap.Process("sin(30)");
Assert.AreEqual(-0.98803162409286183, result, "case10");
}
public void TestFormula()
{
Dictionary <string, double> variables = new Dictionary <string, double>();
variables.Add("a", 2);
variables.Add("b", 3);
variables.Add("c", 5);
variables.Add("k", 4);
variables.Add("f", 4);
variables.Add("d", 8);
variables.Add("var1", 2);
variables.Add("some", 3);
variables.Add("n", 30);
variables.Add("m", 45);
variables.Add("alakiy5", 45);
FormulaEngine.Net.Engine ap = new FormulaEngine.Net.Engine(variables);
//case1
double result = ap.Process("(var1*alakiy5/c)*log10(c+k)");
Assert.AreEqual(17.176365169907847, result, "case1");
//case2
result = ap.Process("(var1*alakiy5/c)*log10(log10(c+k))");
Assert.AreEqual(-0.36614232839810484, result, "case2");
//case3
result = ap.Process("((log10(a))*b)+pow(a,b)");
Assert.AreEqual(8.9030899869919438, result, "case3");
//case4
result = ap.Process("((log10(a))*b)+pow(pow(a,c),b)");
Assert.AreEqual(32768.90308998699, result, "case4");
//case5
result = ap.Process("log10(pow(a,b))");
Assert.AreEqual(0.90308998699194354, result, "case5");
//case6
result = ap.Process("var1+c");
Assert.AreEqual(7, result, "case6");
//case7
result = ap.Process("sqrt(n)");
Assert.AreEqual(5.4772255750516612, result, "case7");
//case8
result = ap.Process("(log(pow(a,b)))+(cos(n)*(tan(m)))");
Assert.AreEqual(2.329294213313164, result, "case8");
//case9
result = ap.Process("(var1+c)*6");
Assert.AreEqual(42, result, "case9");
//case10
result = ap.Process("sin(30)");
Assert.AreEqual(-0.98803162409286183, result, "case10");
}
