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find the LCM of t^2-81 and t^2+14t+45
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expand. (t-9)(t+9) and (t+9)(t+5) Taking commons, (t-9) (t+9) ( t+5)
huh i dont understand what you are say and how you work the problem
t^2-81 and t^2+14t+45 Factor them seperately. (t^2 - 81) and t^2+14t+45 (t-9)(t+9) and (t+9)(t+5)
The least common multiple must have all of the factors from both terms, without duplicating.
Now look, (t+9) is common in both so we will take it once. (t-9)(t+9)(t+5)
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so the lcm would then be 9 and 5 right?
NO! since it is a polynomial, so LCM = (t-9)(t+9)(t+5)
getting it?
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