To factor 3u^2 - 108, do I divide 108 by 3?

2008-04-01 12:13 pm
As the first step, of course. Not as the final answer.
更新1:

Factor the expression. That's all.

回答 (6)

2008-04-01 12:21 pm
✔ 最佳答案
Yes, and when you do, you get

3( u^2 - 36), which simplifies to 3(u+6)(u-6)
2008-04-01 7:48 pm
(3u² - 108)/3 = u² - 36
(u² - 36)/(u + 6) = u - 6

Answer: 3(u + 6)(u - 6) are the factors of u² - 108

Check (u = - 6):
3u² = 108
3(- 6²) = 108
3(36) = 108
108 = 108
2008-04-01 7:22 pm
Yes, 3 is the common factor so that is your first step.
3(u^2-36)
Then factor the second part because it is the difference of perfect squares.
3(u-6)(u+6)
2008-04-01 7:22 pm
3u^2 - 108
= 3(u^2 - 36)
= 3(u + 6)(u - 6)
2008-04-01 7:17 pm
pls gimme the exact qtn...
dunno wat ur askin. thnx
2008-04-01 7:55 pm
3 ( u ² - 36 )
3 ( u - 6 ) ( u + 6 )


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