How Do You Solve Intermediate Algebra Equations?
If you have ever gotten stuck solving an intermediate algebraic equation, you’re not alone. Students commonly experience frustration as they progress in algebra and face more challenging problems. While basic equations often require only one or two steps, solving an intermediate algebraic equation involves a more complicated thinking process. However, with patience, you can learn to use these steps to solve equations that don’t involve rational expressions (fractions with variables) or logarithms. Check to see whether the equation is a polynomial, a quadratic equation (a special type of polynomial), or neither. If the equation has a variable to more than one power, such as 3X^3 + X^2 – 5X = 8, than the equation is a polynomial and it must be solved using factoring or synthetic division. If the highest power involved is X^2, than you have a quadratic equation. To solve a quadratic equation, set the equation equal to zero (in this case, subtract 8 from both sides) and factor or use the q
