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How you find the LCM of (4+3x), (16-9x^2), and (4-3x)
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(16-9x^2)
HI can you show me how to do it?
LCM is Like whatever we find maximum terms among all three.
ok sound simple enough
That's my self invented thing. LOL.
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ahhhhhh...
For real I would like to know what is the process to get to that.
there is no particular way to solve that... (4+3x), (16-9x^2), and (4-3x) (4+3x), (4+3x)(4-3x) and (4-3x) Now take out commons..
common, (4+3x)(4-3x) Finally, (16 - 9x^2)
(16-9x^2) = (4-3x)*(4+3x) so the lowest common multiple they will all divide into is (16-9x^2)
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I think I understand
Cool.. =D please hit good answer.
another example is lcm of x, x^2 and x^3 = x^3
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