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https://math.answers.com/basic-math/How_do_you_represent_geometrically_factorization_of_quadratic_polynomial

How do you represent geometrically factorization of quadratic polynomial? - Answers

To show physically a factorization of a quadratic I would use algebra tiles. First the upper left would be the number of squares I had put in a rectangular array. The lower left would be the number (constant) I had in a rectangular array. The deminsions of the squares would be my variable and the deminsions of the small square would be my constants. x^2+5x+6 x + 3 x x^2+3x + 2 2x +6 (x+2)(x+3)



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How do you represent geometrically factorization of quadratic polynomial? - Answers

https://math.answers.com/basic-math/How_do_you_represent_geometrically_factorization_of_quadratic_polynomial

To show physically a factorization of a quadratic I would use algebra tiles. First the upper left would be the number of squares I had put in a rectangular array. The lower left would be the number (constant) I had in a rectangular array. The deminsions of the squares would be my variable and the deminsions of the small square would be my constants. x^2+5x+6 x + 3 x x^2+3x + 2 2x +6 (x+2)(x+3)



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https://math.answers.com/basic-math/How_do_you_represent_geometrically_factorization_of_quadratic_polynomial

How do you represent geometrically factorization of quadratic polynomial? - Answers

To show physically a factorization of a quadratic I would use algebra tiles. First the upper left would be the number of squares I had put in a rectangular array. The lower left would be the number (constant) I had in a rectangular array. The deminsions of the squares would be my variable and the deminsions of the small square would be my constants. x^2+5x+6 x + 3 x x^2+3x + 2 2x +6 (x+2)(x+3)

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      To show physically a factorization of a quadratic I would use algebra tiles. First the upper left would be the number of squares I had put in a rectangular array. The lower left would be the number (constant) I had in a rectangular array. The deminsions of the squares would be my variable and the deminsions of the small square would be my constants. x^2+5x+6 x + 3 x x^2+3x + 2 2x +6 (x+2)(x+3)

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