3u^3-4u^2-12u+16 Factorise by factor theorem
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Answer:
3u^3-4u^2-12u+16
=3u^3-12u-4u^2+16
=3u(u^2-4)-4(u^2-4)
=(u^2-4)(3u-4)
={(u)^2-(2)^2}(3u-4)
=(u+2)(u-2)(3u-4)
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