Factoring; 7a( a^2 - 4) = 7a (a-2) (a+2)
2007-07-16 08:06:54
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answer #1
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answered by ? 5
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the answer is 7a( a+2)(a-2)
reason: you must factor by taking out 7a from both the 7a^3 and the 28a. When this is done you leave a^2 and 4 in the parentheses
7a(a^2-4)
now you look and see that 4 in the parentheses is 2 times 2 so you realize that this is a product of two squares.
7a(a+2)(a-2)
vote me as best answer =)
vote me as best answer!
2007-07-16 08:02:46
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answer #2
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answered by Anonymous
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The most obvious suggestion is 7a(a^2-4) which can be expressed alternatively as 7a(a-2)(a+2) You can choose which of these you find simpler.
Bramble
2007-07-16 08:08:29
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answer #3
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answered by Bramble 7
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Factor out a 7a, and get
7a*(a^2-4)
(a^2 - 4) factors as
(a+2)(a-2),
so the simplified answer is
7a(a+2)(a-2)
2007-07-16 08:03:01
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answer #4
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answered by Not Eddie Money 3
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factor out "7a" out of the two terms and you are left with....
7a(a^2-4)
the resulting bracket is a Difference of Squares Factor....
Therefore the final answer should be....
7a(a+2)(a-2)
2007-07-16 08:04:59
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answer #5
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answered by A G 1
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Factor:
7a(a^2 - 4)
7a(a - 2)(a + 2)
2007-07-16 08:03:23
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answer #6
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answered by yeeeehaw 5
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7a(a² - 4) = 7a (a - 2) (a + 2)
2007-07-17 06:13:49
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answer #7
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answered by Como 7
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7a^3-28a
=7a(a^2-4)
=7a(a-2)(a+2)
2007-07-16 08:03:52
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answer #8
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answered by fofo m 3
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7a(a^2-4)
7a(a-2)(a+2) ans
2007-07-16 09:16:15
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answer #9
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answered by MAHAANIM07 4
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7a(a^2-4)
7a(a-2)(a+2)
2007-07-16 08:12:52
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answer #10
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answered by Dave aka Spider Monkey 7
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