This math topic involves the practice of completing the square with quadratic expressions, an advanced algebraic technique. Each problem presents a quadratic in the form \( ax^2 + bx + ? \), and students must determine which constant value will turn the polynomial into a perfect square trinomial. This practice is critical for understanding polynomials and quadratics, and is framed as a multiple-choice exercise with options provided. This helps in enhancing skills like manipulating algebraic expressions and critical thinking in the context of polynomial identities.

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Polynomials - Complete the Square

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Which constant value makes this polynomial a perfect square?

y26y+?y^2 - 6y + ?

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