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""" You can make the following assumptions about the inputs to the 'sum_of_multiples' function: * All input numbers are non-negative 'int's, i.e. natural numbers including zero. * A list of factors must be given, and its elements are unique and sorted in ascending order. """ import unittest from sum_of_multiples import sum_of_multiples # Tests adapted from `problem-specifications//canonical-data.json` @ v1.2.0 class SumOfMultiplesTest(unittest.TestCase): def test_multiples_of_3_or_5_up_to_1(self): self.assertEqual(sum_of_multiples(1, [3, 5]), 0) def test_multiples_of_3_or_5_up_to_4(self): self.assertEqual(sum_of_multiples(4, [3, 5]), 3) def test_multiples_of_3_up_to_7(self): self.assertEqual(sum_of_multiples(7, [3]), 9) def test_multiples_of_3_or_5_up_to_10(self): self.assertEqual(sum_of_multiples(10, [3, 5]), 23) def test_multiples_of_3_or_5_up_to_100(self): self.assertEqual(sum_of_multiples(100, [3, 5]), 2318) def test_multiples_of_3_or_5_up_to_1000(self): self.assertEqual(sum_of_multiples(1000, [3, 5]), 233168) def test_multiples_of_7_13_or_17_up_to_20(self): self.assertEqual(sum_of_multiples(20, [7, 13, 17]), 51) def test_multiples_of_4_or_6_up_to_15(self): self.assertEqual(sum_of_multiples(15, [4, 6]), 30) def test_multiples_of_5_6_or_8_up_to_150(self): self.assertEqual(sum_of_multiples(150, [5, 6, 8]), 4419) def test_multiples_of_5_or_25_up_to_51(self): self.assertEqual(sum_of_multiples(51, [5, 25]), 275) def test_multiples_of_43_or_47_up_to_10000(self): self.assertEqual(sum_of_multiples(10000, [43, 47]), 2203160) def test_multiples_of_1_up_to_100(self): self.assertEqual(sum_of_multiples(100, [1]), 4950) def test_multiples_of_an_empty_list_up_to_10000(self): self.assertEqual(sum_of_multiples(10000, []), 0) if __name__ == '__main__': unittest.main()
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73 entries across 73 versions & 1 rubygems