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MATH: Identify which technique would be best applied to factor the polynomial below x^2-25 A) differnce of two squares B) grouping C) greatest common factor D) perfect square trinomial
The technique which would be best applied to factor the polynomial x^2 - 25 is difference of two squares.
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Asked 3/25/2013 7:41:29 AM
Updated 7/17/2014 12:34:50 PM
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The technique which would be best applied to factor the polynomial x^2 - 25 is difference of two squares.
Added 7/17/2014 12:34:50 PM
This answer has been confirmed as correct and helpful.
Confirmed by yumdrea [7/18/2014 4:36:41 PM]
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MATH: 81x^2-216x+144 A) (9x-12)^2 B) (9x+12)^2 C) (3x+12)^2 D) cannot be factored as into a square term
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Updated 6/20/2014 6:30:56 AM
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81x^2 - 216x + 144 = (9x - 12)^2
Added 6/20/2014 6:30:56 AM
This answer has been confirmed as correct and helpful.
Confirmed by andrewpallarca [6/20/2014 6:33:07 AM]
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