LCM of 374 and 155

What is the LCM of 374 and 155? - The LCM of 374 and 155 is 57970. Follow the step by step instructions on how to find the least common multiple of 374 and 155.

What is the least common multiple of 374 and 155?

How to find the lcm of 374 and 155?

To find the lcm of 374 and 155, we first need to find the multiples of 374 and 155 and then choose the least common multiple that are dividable by 374 and 155.

Multiples of 374 = 374, 748, 1122, 1496, 1870, 2244, 2618, 2992, 3366, 3740, 4114, 4488, 4862, 5236, 5610, 5984, 6358, 6732, 7106, 7480, 7854, 8228, 8602, 8976, 9350, 9724, 10098, 10472, 10846, 11220, 11594, 11968, 12342, 12716, 13090, 13464, 13838, 14212, 14586, 14960, 15334, 15708, 16082, 16456, 16830, 17204, 17578, 17952, 18326, 18700, 19074, 19448, 19822, 20196, 20570, 20944, 21318, 21692, 22066, 22440, 22814, 23188, 23562, 23936, 24310, 24684, 25058, 25432, 25806, 26180, 26554, 26928, 27302, 27676, 28050, 28424, 28798, 29172, 29546, 29920, 30294, 30668, 31042, 31416, 31790, 32164, 32538, 32912, 33286, 33660, 34034, 34408, 34782, 35156, 35530, 35904, 36278, 36652, 37026, 37400, 37774, 38148, 38522, 38896, 39270, 39644, 40018, 40392, 40766, 41140, 41514, 41888, 42262, 42636, 43010, 43384, 43758, 44132, 44506, 44880, 45254, 45628, 46002, 46376, 46750, 47124, 47498, 47872, 48246, 48620, 48994, 49368, 49742, 50116, 50490, 50864, 51238, 51612, 51986, 52360, 52734, 53108, 53482, 53856, 54230, 54604, 54978, 55352, 55726, 56100, 56474, 56848, 57222, 57596, 57970
Multiples of 155 = 155, 310, 465, 620, 775, 930, 1085, 1240, 1395, 1550, 1705, 1860, 2015, 2170, 2325, 2480, 2635, 2790, 2945, 3100, 3255, 3410, 3565, 3720, 3875, 4030, 4185, 4340, 4495, 4650, 4805, 4960, 5115, 5270, 5425, 5580, 5735, 5890, 6045, 6200, 6355, 6510, 6665, 6820, 6975, 7130, 7285, 7440, 7595, 7750, 7905, 8060, 8215, 8370, 8525, 8680, 8835, 8990, 9145, 9300, 9455, 9610, 9765, 9920, 10075, 10230, 10385, 10540, 10695, 10850, 11005, 11160, 11315, 11470, 11625, 11780, 11935, 12090, 12245, 12400, 12555, 12710, 12865, 13020, 13175, 13330, 13485, 13640, 13795, 13950, 14105, 14260, 14415, 14570, 14725, 14880, 15035, 15190, 15345, 15500, 15655, 15810, 15965, 16120, 16275, 16430, 16585, 16740, 16895, 17050, 17205, 17360, 17515, 17670, 17825, 17980, 18135, 18290, 18445, 18600, 18755, 18910, 19065, 19220, 19375, 19530, 19685, 19840, 19995, 20150, 20305, 20460, 20615, 20770, 20925, 21080, 21235, 21390, 21545, 21700, 21855, 22010, 22165, 22320, 22475, 22630, 22785, 22940, 23095, 23250, 23405, 23560, 23715, 23870, 24025, 24180, 24335, 24490, 24645, 24800, 24955, 25110, 25265, 25420, 25575, 25730, 25885, 26040, 26195, 26350, 26505, 26660, 26815, 26970, 27125, 27280, 27435, 27590, 27745, 27900, 28055, 28210, 28365, 28520, 28675, 28830, 28985, 29140, 29295, 29450, 29605, 29760, 29915, 30070, 30225, 30380, 30535, 30690, 30845, 31000, 31155, 31310, 31465, 31620, 31775, 31930, 32085, 32240, 32395, 32550, 32705, 32860, 33015, 33170, 33325, 33480, 33635, 33790, 33945, 34100, 34255, 34410, 34565, 34720, 34875, 35030, 35185, 35340, 35495, 35650, 35805, 35960, 36115, 36270, 36425, 36580, 36735, 36890, 37045, 37200, 37355, 37510, 37665, 37820, 37975, 38130, 38285, 38440, 38595, 38750, 38905, 39060, 39215, 39370, 39525, 39680, 39835, 39990, 40145, 40300, 40455, 40610, 40765, 40920, 41075, 41230, 41385, 41540, 41695, 41850, 42005, 42160, 42315, 42470, 42625, 42780, 42935, 43090, 43245, 43400, 43555, 43710, 43865, 44020, 44175, 44330, 44485, 44640, 44795, 44950, 45105, 45260, 45415, 45570, 45725, 45880, 46035, 46190, 46345, 46500, 46655, 46810, 46965, 47120, 47275, 47430, 47585, 47740, 47895, 48050, 48205, 48360, 48515, 48670, 48825, 48980, 49135, 49290, 49445, 49600, 49755, 49910, 50065, 50220, 50375, 50530, 50685, 50840, 50995, 51150, 51305, 51460, 51615, 51770, 51925, 52080, 52235, 52390, 52545, 52700, 52855, 53010, 53165, 53320, 53475, 53630, 53785, 53940, 54095, 54250, 54405, 54560, 54715, 54870, 55025, 55180, 55335, 55490, 55645, 55800, 55955, 56110, 56265, 56420, 56575, 56730, 56885, 57040, 57195, 57350, 57505, 57660, 57815, 57970

The least common multiple of 374 and 155 is 57970, because 57970 is the smallest number that is divisible by both 374 and 155.

Another method to find the least common multiple of 374 and 155 is by using the prime factorization method.
To use prime factorization, we first need to find the prime factors of 374 and 155, and then get the LCM by multiplying the prime factors that are rasied to their highest power from the two sets.

Prime factorization of 374 = 2 x 11 x 17
Prime factorization of 155 = 5 x 31
Prime factors to the highest power = 11 x 17 x 2 x 31 x 5 = 57970