lmc(15,35,48) is
15,35,48 | 2 15,35,24 | 2 15,35,12 | 2 15,35, 6 | 2 15,35, 3 | 3 5,35, 1 | 5 1, 7, 1 | 7 1, 7, 1 lcm(15,35,48) = 1680
So found number is 1680 - 15 = **1665 **
The least number, which when increased by 15 becomes divisible by 15, 35, and 48, is 1665. This is found by calculating the least common multiple of the three numbers and adjusting for the increase of 15. The LCM of 15, 35, and 48 is 1680, leading to the solution of 1665 after the adjustment.
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