Added differentiation generator

mathgenerator/funcs/__init__.py

@@ -90,3 +90,4 @@ from .decimalToOctalFunc import *
 from .decimalToRomanNumeralsFunc import *
 from .degreeToRadFunc import *
 from .radianToDegFunc import *
+from .differentiationFunc import *

mathgenerator/funcs/differentiationFunc.py

@@ -0,0 +1,53 @@
+from .__init__ import *
+
+
+def genDifferentiationProblem(diff_lvl):
+    problem = ''
+
+    types = {
+        'Logrithmic': ['ln'],
+        'Trigonometric': ['sin', 'cos', 'tan', 'cot', 'sec'],
+        'Exponentional': ['exp']
+    }
+
+    if diff_lvl == 1:
+        coeff = random.randrange(2, 10)
+        power = random.randint(2, 4)
+        flag = random.random()
+        if flag > 0.5:
+            power *= -1
+            problem += str(coeff) + '*x^' + '(' + str(power) + ')'
+        else:
+            problem += str(coeff) + '*x^' + str(power)
+    if diff_lvl == 2:
+        func_type = random.choices(list(types.keys()), weights=(1, 4, 1))[0]
+        func = random.choice(types[func_type])
+        problem += func + '(x)' + '+' + genDifferentiationProblem(1)
+    if diff_lvl == 3:
+        func_type = random.choices(list(types.keys()), weights=(1, 4, 1))[0]
+        func = random.choice(types[func_type])
+        problem += func + '(' + genDifferentiationProblem(1) + ')'
+    if diff_lvl == 4:
+        operator = random.choice(('/', '*'))
+        problem = '(' + genDifferentiationProblem(2) + ')' + \
+            operator + '(' + genDifferentiationProblem(3) + ')'
+
+    return problem
+
+
+def differentiationFunc(diff_lvl=2):
+    if diff_lvl < 1 or diff_lvl > 4:
+        print("diff_lvl not supported")
+        return None
+    problem = genDifferentiationProblem(diff_lvl)
+
+    x = sympy.symbols('x')
+    solution = str(sympy.diff(problem.replace('^', '**'), x))
+    solution = solution.replace('**', '^')
+    problem = f"differentiate w.r.t x : d({problem})/dx"
+
+    return problem, solution
+
+
+differentiation = Generator(
+    "Differentiation", 88, "differentiate w.r.t x : d(f(x))/dx", "g(x)", differentiationFunc)