LCM for 71 and 142

What's the Least Common Multiple (LCM) of 71 and 142?

Answer: LCM of 71 and 142 is 142

(One hundred forty-two)

Finding LCM for 71 and 142 using GCF's of these numbers

The first method to find LCM for numbers 71 and 142 is to find Greatest Common Factor (GCF) of these numbers. Here's the formula:

LCM = (Number1 × Number2) ÷ GCF

GCF of numbers 71 and 142 is 71, so

LCM = (71 × 142) ÷ 71

LCM = 10082 ÷ 71

LCM = 142

Finding LCM for 71 and 142 by Listing Multiples

The second method to find LCM for numbers 71 and 142 is to list out the common multiples for both nubmers and pick the first which matching:

Multiples of 71: 71, 142, 213, 284

Multiples of 142: 142, 284, 426, 568, 710, 852, 994, 1136, 1278, 1420, 1562, 1704, 1846, 1988, 2130, 2272, 2414, 2556, 2698, 2840, 2982, 3124, 3266, 3408, 3550, 3692, 3834, 3976, 4118, 4260, 4402, 4544, 4686, 4828, 4970, 5112, 5254, 5396, 5538, 5680, 5822, 5964, 6106, 6248, 6390, 6532, 6674, 6816, 6958, 7100, 7242, 7384, 7526, 7668, 7810, 7952, 8094, 8236, 8378, 8520, 8662, 8804, 8946, 9088, 9230, 9372, 9514, 9656, 9798, 9940, 10082, 10224, 10366, 10508, 10650, 10792, 10934, 11076, 11218, 11360, 11502, 11644, 11786, 11928, 12070, 12212, 12354, 12496, 12638, 12780, 12922, 13064, 13206, 13348, 13490, 13632, 13774, 13916, 14058, 14200, 14342, 14484, 14626, 14768, 14910, 15052, 15194, 15336, 15478, 15620, 15762, 15904, 16046, 16188, 16330, 16472, 16614, 16756, 16898, 17040, 17182, 17324, 17466, 17608, 17750, 17892, 18034, 18176, 18318, 18460, 18602, 18744, 18886, 19028, 19170, 19312, 19454, 19596, 19738, 19880, 20022, 20164, 20306, 20448, 20590, 20732, 20874, 21016, 21158, 21300, 21442, 21584, 21726, 21868, 22010, 22152, 22294, 22436, 22578, 22720, 22862, 23004, 23146, 23288, 23430, 23572, 23714, 23856, 23998, 24140, 24282, 24424, 24566, 24708, 24850, 24992, 25134, 25276, 25418, 25560, 25702, 25844, 25986, 26128, 26270, 26412, 26554, 26696, 26838, 26980, 27122, 27264, 27406, 27548, 27690, 27832, 27974, 28116, 28258, 28400, 28542, 28684, 28826, 28968, 29110, 29252, 29394, 29536, 29678, 29820, 29962, 30104, 30246, 30388, 30530, 30672, 30814, 30956, 31098, 31240, 31382, 31524, 31666, 31808, 31950, 32092, 32234, 32376, 32518, 32660, 32802, 32944, 33086, 33228, 33370, 33512, 33654, 33796, 33938, 34080, 34222, 34364, 34506, 34648, 34790, 34932, 35074, 35216, 35358, 35500, 35642, 35784, 35926, 36068, 36210, 36352, 36494, 36636, 36778, 36920, 37062, 37204, 37346, 37488, 37630, 37772, 37914, 38056, 38198, 38340, 38482, 38624, 38766, 38908, 39050, 39192, 39334, 39476, 39618, 39760, 39902, 40044, 40186, 40328, 40470, 40612, 40754, 40896, 41038, 41180, 41322, 41464, 41606, 41748, 41890, 42032, 42174, 42316, 42458, 42600, 42742, 42884, 43026, 43168, 43310, 43452, 43594, 43736, 43878, 44020, 44162, 44304, 44446, 44588, 44730, 44872, 45014, 45156, 45298, 45440, 45582, 45724, 45866, 46008, 46150, 46292, 46434, 46576, 46718, 46860, 47002, 47144, 47286, 47428, 47570, 47712, 47854, 47996, 48138, 48280, 48422, 48564, 48706, 48848, 48990, 49132, 49274, 49416, 49558, 49700, 49842, 49984, 50126, 50268, 50410, 50552, 50694, 50836, 50978, 51120, 51262, 51404, 51546, 51688, 51830, 51972, 52114, 52256, 52398, 52540, 52682, 52824, 52966, 53108, 53250, 53392, 53534, 53676, 53818, 53960, 54102, 54244, 54386, 54528, 54670, 54812, 54954, 55096, 55238, 55380, 55522, 55664, 55806, 55948, 56090, 56232, 56374, 56516, 56658, 56800, 56942, 57084, 57226, 57368, 57510, 57652, 57794, 57936, 58078, 58220, 58362, 58504, 58646, 58788, 58930, 59072, 59214, 59356, 59498, 59640, 59782, 59924, 60066, 60208, 60350, 60492, 60634, 60776, 60918, 61060, 61202, 61344, 61486, 61628, 61770, 61912, 62054, 62196, 62338, 62480, 62622, 62764, 62906, 63048, 63190, 63332, 63474, 63616, 63758, 63900, 64042, 64184, 64326, 64468, 64610, 64752, 64894, 65036, 65178, 65320, 65462, 65604, 65746, 65888, 66030, 66172, 66314, 66456, 66598, 66740, 66882, 67024, 67166, 67308, 67450, 67592, 67734, 67876, 68018, 68160, 68302, 68444, 68586, 68728, 68870, 69012, 69154, 69296, 69438, 69580, 69722, 69864, 70006, 70148, 70290, 70432, 70574, 70716, 70858, 71000, 71142, 71284, 71426, 71568, 71710, 71852, 71994, 72136, 72278, 72420, 72562, 72704, 72846, 72988, 73130, 73272, 73414, 73556, 73698, 73840, 73982, 74124, 74266, 74408, 74550, 74692, 74834, 74976, 75118, 75260, 75402, 75544, 75686, 75828, 75970, 76112, 76254, 76396, 76538, 76680, 76822, 76964, 77106, 77248, 77390, 77532, 77674, 77816, 77958, 78100, 78242, 78384, 78526, 78668, 78810, 78952, 79094, 79236, 79378, 79520, 79662, 79804, 79946, 80088, 80230, 80372, 80514, 80656, 80798, 80940, 81082, 81224, 81366, 81508, 81650, 81792, 81934, 82076, 82218, 82360, 82502, 82644, 82786, 82928, 83070, 83212, 83354, 83496, 83638, 83780, 83922, 84064, 84206, 84348, 84490, 84632, 84774, 84916, 85058, 85200, 85342, 85484, 85626, 85768, 85910, 86052, 86194, 86336, 86478, 86620, 86762, 86904, 87046, 87188, 87330, 87472, 87614, 87756, 87898, 88040, 88182, 88324, 88466, 88608, 88750, 88892, 89034, 89176, 89318, 89460, 89602, 89744, 89886, 90028, 90170, 90312, 90454, 90596, 90738, 90880, 91022, 91164, 91306, 91448, 91590, 91732, 91874, 92016, 92158, 92300, 92442, 92584, 92726, 92868, 93010, 93152, 93294, 93436, 93578, 93720, 93862, 94004, 94146, 94288, 94430, 94572, 94714, 94856, 94998, 95140, 95282, 95424, 95566, 95708, 95850, 95992, 96134, 96276, 96418, 96560, 96702, 96844, 96986, 97128, 97270, 97412, 97554, 97696, 97838, 97980, 98122, 98264, 98406, 98548, 98690, 98832, 98974, 99116, 99258, 99400, 99542, 99684, 99826, 99968, 100110, 100252, 100394, 100536, 100678, 100820, 100962, 101104, 101246, 101388, 101530, 101672, 101814, 101956, 102098, 102240, 102382, 102524, 102666, 102808, 102950, 103092, 103234, 103376, 103518, 103660, 103802, 103944, 104086, 104228, 104370, 104512, 104654, 104796, 104938, 105080, 105222, 105364, 105506, 105648, 105790, 105932, 106074, 106216, 106358, 106500, 106642, 106784, 106926, 107068, 107210, 107352, 107494, 107636, 107778, 107920, 108062, 108204, 108346, 108488, 108630, 108772, 108914, 109056, 109198, 109340, 109482, 109624, 109766, 109908, 110050, 110192, 110334, 110476, 110618, 110760, 110902, 111044, 111186, 111328, 111470, 111612, 111754, 111896, 112038, 112180, 112322, 112464, 112606, 112748, 112890, 113032, 113174, 113316, 113458, 113600, 113742, 113884, 114026, 114168, 114310, 114452, 114594, 114736, 114878, 115020, 115162, 115304, 115446, 115588, 115730, 115872, 116014, 116156, 116298, 116440, 116582, 116724, 116866, 117008, 117150, 117292, 117434, 117576, 117718, 117860, 118002, 118144, 118286, 118428, 118570, 118712, 118854, 118996, 119138, 119280, 119422, 119564, 119706, 119848, 119990, 120132, 120274, 120416, 120558, 120700, 120842, 120984, 121126, 121268, 121410, 121552, 121694, 121836, 121978, 122120, 122262, 122404, 122546, 122688, 122830, 122972, 123114, 123256, 123398, 123540, 123682, 123824, 123966, 124108, 124250, 124392, 124534, 124676, 124818, 124960, 125102, 125244, 125386, 125528, 125670, 125812, 125954, 126096, 126238, 126380, 126522, 126664, 126806, 126948, 127090, 127232, 127374, 127516, 127658, 127800, 127942, 128084, 128226, 128368, 128510, 128652, 128794, 128936, 129078, 129220, 129362, 129504, 129646, 129788, 129930, 130072, 130214, 130356, 130498, 130640, 130782, 130924, 131066, 131208, 131350, 131492, 131634, 131776, 131918, 132060, 132202, 132344, 132486, 132628, 132770, 132912, 133054, 133196, 133338, 133480, 133622, 133764, 133906, 134048, 134190, 134332, 134474, 134616, 134758, 134900, 135042, 135184, 135326, 135468, 135610, 135752, 135894, 136036, 136178, 136320, 136462, 136604, 136746, 136888, 137030, 137172, 137314, 137456, 137598, 137740, 137882, 138024, 138166, 138308, 138450, 138592, 138734, 138876, 139018, 139160, 139302, 139444, 139586, 139728, 139870, 140012, 140154, 140296, 140438, 140580, 140722, 140864, 141006, 141148, 141290, 141432, 141574, 141716, 141858, 142000, [...], 142

So the LCM for 71 and 142 is 142

Finding LCM for 71 and 142 by Prime Factorization

Another method to find LCM for numbers 71 and 142 is to list all Prime Factors for both numbers and multiply the highest exponent prime factors:

All Prime Factors of 71: 71 (exponent form: 711)

All Prime Factors of 142: 2, 71 (exponent form: 21, 711)

711 × 21 = 142

Related Calculations

LCM Table

Number 1Number 2LCM
561423976
571428094
581424118
591428378
601424260
611428662
621424402
631428946
641424544
651429230
661424686
671429514
681424828
691429798
701424970
71142
721425112
7314210366
741425254
7514210650
761425396
7714210934
781425538
7914211218
801425680
8114211502
821425822
8314211786
841425964
8514212070

About "Least Common Multiple" Calculator

This calculator will help you find the Least Common Multiple (LCM) of two numbers. For example, it can help you find out what's the Least Common Multiple (LCM) of 71 and 142? (The answer is: 142). Select the first number (e.g. '71') and the second number (e.g. '142'). After that hit the 'Calculate' button.
Least Common Multiple (LCM) also known as the Lowest Common Multiple or Smallest Common Multiple of 2 numbers - it is the smallest positive integer that is divisible by both numbers

FAQ

What's the Least Common Multiple (LCM) of 71 and 142?

LCM of 71 and 142 is 142