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This one i am really stuck with (3x-2)^3-27
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what are you supposed to do?
sorry factor
This is a difference of two cubes. We can see this because: \[(3x-2)^3-27 \Leftrightarrow (3x-2)^3-3^3\]
so you want to use the formula: \[a^3-b^3 = (a-b)(a^2+ab+b^2), a = 3x-2, b = 3\]
\[(3x-2)^3-27=(3x-2)^3-3^3=(3x-2-3)((3x-2)^2+3(3x-2)+3^2)\] etc.
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ok, i used the difference of cubes and now i have (3x-2)(9x^2+6x+4)-27 how do i get the 27 out of there
when you use the difference of two cubes, you should have any terms sticking out like that. that -27 probably doesnt belong there.
shouldnt*
ok i see what i'm doing wrong
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