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Find the LCM of the following expression:-
the expressions are:-
3(a-1), 2(a-1)² , ( a²-1)
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note that (a²-1) can be written as (a+1)(a-1)
thus, the highest common factor of the three expressions is (a-1)
thus, the lowest common multiple is 3(a-1)×2(a-1)²×( a²-1)/(a-1)² = 6(a-1)(a²-1)
Last edited by luca-deltodesco (2008-04-29 03:19:17)
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oops didnt know its to get the LCM lol , fixed
Last edited by Dragonshade (2008-04-29 03:19:40)
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Why not 6(a+1)(a-1)(a-1) ?? Just wondering?
igloo myrtilles fourmis
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Why not 6(a+1)(a-1)(a-1) ?? Just wondering?
It is John. 6(a+1)(a-1)(a-1) = 6(a-1)(a^2-1), which is what luca said.
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