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polynomials
lol, i also have these Factor the polynomial x2 + 3x – 18. Which one of the following is a factor? Factor the polynomial 12x2 + 11x – 5 completely. Factor the polynomial 18a2b – 4ab + 10a completely Factor the polynomial 2x2
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Factoring Polynomials GCF and Quadratic Expressions: 5b^2k^2+25bk^2250k^2 The answer I figured was GCF for the polynomial is 5 and the GCF for the variable is bk^2. Is this correct.
asked by Mary on December 3, 2017 
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The first three equations I have solved, I would just appreciate someone checking them over to make sure I'm doing them right. Find the GCF: 16x^2z ,40xz^2 , 72z^3 = 3^3z Factor our GCF: a(a+1)  3(a+1) = a+1 Factor Polynomial:
asked by KB on January 22, 2009 
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The first three equations I have solved, I would just appreciate someone checking them over to make sure I'm doing them right. Find the GCF: 16x^2z ,40xz^2 , 72z^3 = 3^3z Factor our GCF: a(a+1)  3(a+1) = a+1 Factor Polynomial:
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Can someone solve theses for me? Factor the polynomial x2 + 7x + 12 completely Factor the polynomial x2 – 4 completely Factor the polynomial 18a2b – 4ab + 10a completely x2 + 7x + 12 = (x+4)(x+3) x2 – 4 = (x+2)(x2) 18a2b
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Factor. Use factoring by grouping even though it would seem reasonable to first combine like terms 3u^2721u+49 Would be the same procedure as factoring polynomial? Thanks!
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I have a question I hope someone can explain it to me. We are working on Demonstrate that f actoring a polynomial. I was ask Why can you factor x²  4 but you cannot factor x² + 4? How can you tell quickly which ones you can
asked by TOM on November 11, 2008 
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I am trying to factor a 4th degree polynomial that does not have any rational roots. I need to somehow get it factored into two quadratics. Anyone know of a method to use. 3x^4  8x^3  5x^2 + 16x  5 Two of the irrational roots
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Factor completely. Always begin by factoring the GCF. ax(squared)p8pa2axp
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how would i solve this problem?? it says factor the polynomial completely: 2xy3y40x+60 I studied polynomials, but I don't know what it means to factor them. Do you have a definition in your textbook or notes or something? Bcuz
asked by Maria on May 10, 2007