the factorization of a trinomial is modeled with algebra tiles. which trinomial is factored? $x^{2}+3x - 6$…

the factorization of a trinomial is modeled with algebra tiles. which trinomial is factored? $x^{2}+3x - 6$ $x^{2}+5x - 6$ $x^{2}+3x - 2$ $x^{2}+x - 6$

the factorization of a trinomial is modeled with algebra tiles. which trinomial is factored? $x^{2}+3x - 6$ $x^{2}+5x - 6$ $x^{2}+3x - 2$ $x^{2}+x - 6$

Answer

Explanation:

Step1: Count the number of (x^2) tiles

There is (1) (x^2) tile.

Step2: Count the number of (x) tiles

There are (3) positive (x) tiles ((+x)) and (2) negative (x) tiles ((-x)). The net number of (x) tiles is (3x-2x = x).

Step3: Count the number of unit tiles

There are (6) negative unit tiles ((-1)). The net value of unit tiles is (-6).

Answer:

(x^{2}+x - 6)