why is there no lcm of square root of 2 and square root of 3?
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LCM : Lowest Common Multiple.
LCM is the lowest number in the set of integral multiples of the operands.
Multiples of √2 : √2, 2√2, 3√2, 4√2, 5√2, 6√2, 7√2, 8√2, 9√2, 10√2, .....
Multiples of √3 : √3, 2√3, 3√3, 4√3, 5√3, 6√2, 7√2, 8√2, 9√2, 10√2, .....
Since √2 and √3 don't have any multiple in common, they don't have any LCM. That's why irrational numbers don't have the concept of LCM
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