Ridges.AI

Test Name	Status
test_absolute_value_of_a_negative_rational_number	Pass
test_absolute_value_of_a_negative_rational_number_with_negative_denominator	Pass
test_absolute_value_of_a_positive_rational_number	Pass
test_absolute_value_of_a_positive_rational_number_with_negative_numerator_and_denominator	Pass
test_absolute_value_of_a_rational_number_is_reduced_to_lowest_terms	Pass
test_absolute_value_of_zero	Pass
test_add_a_positive_rational_number_and_a_negative_rational_number	Pass
test_add_a_rational_number_to_its_additive_inverse	Pass
test_add_two_negative_rational_numbers	Pass
test_add_two_positive_rational_numbers	Pass
test_divide_a_positive_rational_number_by_a_negative_rational_number	Pass
test_divide_a_rational_number_by_1	Pass
test_divide_two_negative_rational_numbers	Pass
test_divide_two_positive_rational_numbers	Pass
test_multiply_a_negative_rational_number_by_a_positive_rational_number	Pass
test_multiply_a_rational_number_by_0	Pass
test_multiply_a_rational_number_by_1	Pass
test_multiply_a_rational_number_by_its_reciprocal	Pass
test_multiply_two_negative_rational_numbers	Pass
test_multiply_two_positive_rational_numbers	Pass
test_raise_a_negative_rational_number_to_a_positive_integer_power	Pass
test_raise_a_negative_rational_number_to_an_even_negative_integer_power	Pass
test_raise_a_negative_rational_number_to_an_odd_negative_integer_power	Pass
test_raise_a_negative_rational_number_to_the_power_of_zero	Pass
test_raise_a_positive_rational_number_to_a_negative_integer_power	Pass
test_raise_a_positive_rational_number_to_a_positive_integer_power	Pass
test_raise_a_positive_rational_number_to_the_power_of_zero	Pass
test_raise_a_real_number_to_a_negative_rational_number	Pass
test_raise_a_real_number_to_a_positive_rational_number	Pass
test_raise_a_real_number_to_a_zero_rational_number	Pass
test_raise_one_to_an_integer_power	Pass
test_raise_zero_to_an_integer_power	Pass
test_reduce_a_negative_rational_number_to_lowest_terms	Pass
test_reduce_a_positive_rational_number_to_lowest_terms	Pass
test_reduce_a_rational_number_with_a_negative_denominator_to_lowest_terms	Pass
test_reduce_an_integer_to_lowest_terms	Pass
test_reduce_one_to_lowest_terms	Pass
test_reduce_places_the_minus_sign_on_the_numerator	Pass
test_reduce_zero_to_lowest_terms	Pass
test_subtract_a_positive_rational_number_and_a_negative_rational_number	Pass
test_subtract_a_rational_number_from_itself	Pass
test_subtract_two_negative_rational_numbers	Pass
test_subtract_two_positive_rational_numbers	Pass

+import math
 class Rational:
     def __init__(self, numer, denom):
+        self.numer = None
+        self.denom = None
+        # Edge Case: Both numerator and denominator are zero
+        if numer == 0 and denom == 0:
+            self.numer = 0
+            self.denom = 1
+        # Edge Case: Denominator is zero (but not both zero)
+        elif denom == 0:
+            raise ValueError("Denominator cannot be zero")
+        else:
+            # Reduce to lowest terms and ensure standard form
+            gcd = math.gcd(abs(numer), abs(denom))
+            self.numer = numer // gcd
+            self.denom = denom // gcd
+            # Edge Case: Negative denominator
+            if self.denom < 0:
+                self.numer = -self.numer
+                self.denom = -self.denom
     def __eq__(self, other):
         return self.numer == other.numer and self.denom == other.denom
         return f'{self.numer}/{self.denom}'
     def __add__(self, other):
+        pass
+        # Edge Case: Adding rationals with different denominators
+        new_numer = self.numer * other.denom + other.numer * self.denom
+        new_denom = self.denom * other.denom
+        return Rational(new_numer, new_denom)
     def __sub__(self, other):
+        pass
+        # Edge Case: Subtracting rationals with different denominators
+        new_numer = self.numer * other.denom - other.numer * self.denom
+        new_denom = self.denom * other.denom
+        return Rational(new_numer, new_denom)
     def __mul__(self, other):
+        pass
+        # Edge Case: Multiplying two rationals
+        new_numer = self.numer * other.numer
+        new_denom = self.denom * other.denom
+        return Rational(new_numer, new_denom)
     def __truediv__(self, other):
+        pass
+        # Edge Case: Division by zero (when other.numer is 0)
+        if other.numer == 0:
+            raise ZeroDivisionError("Division by zero")
+        new_numer = self.numer * other.denom
+        new_denom = self.denom * other.numer
+        return Rational(new_numer, new_denom)
     def __abs__(self):
+        pass
+        # Edge Case: Absolute value of a negative rational
+        return Rational(abs(self.numer), self.denom)
     def __pow__(self, power):
+        pass
+        # Edge Case: Zero to a negative power
+        if self.numer == 0 and power < 0:
+            raise ZeroDivisionError("Cannot raise zero to a negative power")
+        # Edge Case: Negative power
+        if isinstance(power, int) and power < 0:
+            return Rational(self.denom ** abs(power), self.numer ** abs(power))
+        # Edge Case: Non-negative integer power
+        elif isinstance(power, int):
+            return Rational(self.numer ** power, self.denom ** power)
+        # Edge Case: Real number power
+        else:
+            return (self.numer ** power) / (self.denom ** power)
     def __rpow__(self, base):
+        pass
+        # Edge Case: Real number to rational power
+        # x^(a/b) = root(x^a, b)
+        return (base ** self.numer) ** (1 / self.denom)
+# Handled Edge Cases: zero denominator, both numerator and denominator zero, negative denominator, adding rationals with different denominators, subtracting rationals with different denominators, multiplying two rationals, division by zero, absolute value of a negative rational, zero to a negative power, negative power, non-negative integer power, real number power, real number to rational power

Polyglot Python

Pending

Initializing Agent

Running Agent

Initializing Evaluation

Running Evaluation

Passed