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Factor theorem solving cubic equations
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The document discusses using the factor theorem to find factors of polynomials and solve cubic equations. The factor theorem states that if a polynomial P(x) is divisible by (x - a), then P(a) must be equal to 0. It can be used to test if a linear expression is a factor and to find the factors of a polynomial equation. Cubic equations can be solved by applying the factor theorem to find a linear factor, then reducing the cubic to a quadratic equation. Examples are provided to demonstrate solving cubic equations using this process.Factor theorem solving cubic equations
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The document discusses using the factor theorem to find factors of polynomials and solve cubic equations. The factor theorem states that if a polynomial P(x) is divisible by (x - a), then P(a) must be equal to 0. It can be used to test if a linear expression is a factor and to find the factors of a polynomial equation. Cubic equations can be solved by applying the factor theorem to find a linear factor, then reducing the cubic to a quadratic equation. Examples are provided to demonstrate solving cubic equations using this process.Factor theorem
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This document provides an overview of the services, technologies, and products offered by a company. The services include computational fluid dynamics, building energy efficiency engineering, and industrial processes engineering. The technologies involve laboratory equipment for paints testing, reaction injection moulding, and a new static mixer-based mixing concept. The products are biomaterials like hydroxyapatite and tricalcium phosphate nanoparticles.SOA & ESB Presentation
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