This math topic focuses on polynomial algebra and involves computing the sum of a squared integer and two successive integers under a square root, without using a calculator. Specifically, it deals with expressions like \( \sqrt{x}^2 + x + (x+1) \), testing the ability to simplify and evaluate quadratic expressions. This is part of an advanced study of polynomials and quadratics, aimed at developing deeper algebraic skills. Each problem presents a specific integer value for evaluation along with multiple choice answers.

Work on practice problems directly here, or download the printable pdf worksheet to practice offline.

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Polynomial Algebra X plus 1 Squared - Integers under Square Root - Solve


Find the value of this expression without using a calculator

1672+167+168\sqrt{167^2 + 167 + 168}

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