Q:
# What Are Intermediate Algebra Rational Expressions?

**An intermediate algebra rational expression is a math problem for the intermediate level that is expressed as a ratio of two polynomials p (x) and q (x).** A student at this level may be required to multiply, divide, add and subtract rational expressions.

Some rational expressions with common denominators include: p/q + r/q = (p + r)/ q; and p/q – r/q = (p- r)/q. To solve them, a student adds or subtracts the numerators and puts the result over the common denominator. The answer must be simplified to the lowest form through division.

The rational expression ((y2- y)/y) x y/ (y2 – 1) can be simplified by multiplying and then dividing.

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Q:
## How Do You Divide Rational Expressions?

A: To divide rational expressions, first simplify the expressions and remove extraneous terms, then multiply by the reciprocal. Rational expressions can inclu... Full Answer >Filed Under: -
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## How Do You Simplify Rational Expressions?

A: Simplify rational expressions by factoring each polynomial to its simplest terms, then cancelling out like terms in the numerator and denominator. It may b... Full Answer >Filed Under: -
Q:
## How Are Equations Factored in Algebra?

A: Factoring in algebra involves finding the factors of numbers and expressions by simplifying the equation. The process may be more complex depending on the ... Full Answer >Filed Under: -
Q:
## What Are Some Tips for Intermediate Algebra Help?

A: According to Kim Seward and A. P. Campbell, both of West Texas University, students must develop a "can do" attitude and practice math daily for them to su... Full Answer >Filed Under: