The equation $(x-1)^{2}=3 x+2 x^{2}$ has at least one root between $x=-10$ and $x=10$. Rewrite the equation, then graph it to find the approximate value of the root(s).

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The Answer of The equation $(x-1)^{2}=3 x+2 x^{2}$ has at least one root between $x=-10$ and $x=10$. Rewrite the equation, then graph it to find the approximate value of the root(s).

The Equation (x−1)2=3x+2x2(x-1)^{2}=3 x+2 x^{2}(x−1)2=3x+2x2 Has at Least One Root Between x=−10x=-10x=−10

The Equation $(x-1)^{2}=3 x+2 x^{2}$ Has at Least One Root Between $x=-10$