How to Convert Polynomials Into General Form?

Answer A polynomial is a math expression that includes variables such as "x" or "y" that are raised to powers and added or subtracted. Examples of polynomials include 2x^2 + 5x - 12 and 15 + y - y^2 + 6y^... Read More »

Top Q&A For: How to Convert Polynomials Into General Form

How to Convert a Slope-Intercept Form Equation Into a General Linear Equation?

When writing linear equations, you can use either the slope-intercept form or general form. The advantage of slope-intercept form, or y = mx + b, is that you can immediately see the slope, m, and t... Read More »

How to Solve Polynomials to Standard Form?

Polynomials are algebraic expressions with one or more terms. A standard-form polynomial is written in descending order by degrees of the variables in the terms and set equal to zero. For example, ... Read More »

How to Factor Polynomials in Quadratic Form?

Factoring allows you to find the solutions to a polynomial equation; in the case of a quadratic equation, you will usually find two solutions. The form ax^2 + bx + c defines a standard quadratic po... Read More »

How to Convert a Standard Form Quadratic Equation to a Vertex Form?

A quadratic equation is a parabolic equation and can have two general forms. The vertex form, where y equals a * (x - h)^2 + k, is named so because the vertex is given as the variables h and k. The... Read More »