We will learn the following polynomial operations: - addition and subtraction of polynomials - multiplication of polynomials - division of polynomials We will learn the following polynomial operations: - addition and subtraction of polynomials - multiplication of polynomials - division of polynomials

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A quadratic equation is an equation with a as its highest power term. For example, in the quadratic equation \[3x^2-5x-2=0\]: \[x\] is the variable, which represents a number whose value we don't know yet. The \[^2\] is the power or exponent. An exponent of \[2\] means the variable is . \[3\] and \[-5\] are the coefficients, or constant multiples of \[x^2\] and \[x\]. \[3x^2\] is a single , as is \[-5x\]. \[-2\] is a constant term. In this lesson, we'll learn to: Solve quadratic equations in several different ways Determine the number of solutions to a quadratic equation without solving On your official SAT, you'll likely see 0 to 2 questions that test your ability to solve quadratic equations—more when you include quadratic word problems, linear and quadratic systems, and graphing quadratic functions.