When multiplying by a whole number, it is not necessary to change to an improper fraction. [1]
If you need a review on multiplying polynomials, feel free to go back to Tutorial 6: Polynomials. [2]
To multiply or divide signed integers, always multiply or divide the absolute values and use these rules to determine the sign of the answer. [3]
That will be Problem 13 of the Lesson on Common Factor. [4]
We will also look at multiplying and dividing them. [5]
In this tutorial I will be stepping you through how to multiply and divide rational expressions. [2]
If the fraction becomes improper, extract the whole number. [1]
Step 4: Multiply any remaining factors in the numerator and/or denominator. [2]
Step 2: Divide out all common factors that the numerator and the denominator have. [...] Anyway, over the next several tutorials we will be showing you several aspects of rational expressions (fractions). [5]
When multiplying fractions, do not change to a common denominator. [1]
With rational functions, we need to watch out for values that cause our denominator to be 0. [5]
In the denominator we factored a GCF and a trinomial. [...] If you need a review on factoring, feel free to go back to Tutorial 7: Factoring Polynomials. [2]
– we would divide by 3 eventually. [1]
Sources:
[1] Multiply and divide fractions — A complete course in arithmetic
[2] College Algebra Tutorial on Multiplying and Dividing Rational …
[3] Numbers – Multiplying and dividing integers – In Depth
[4] Multiply and divide signed numbers – A complete course in algebra
[5] Intermediate Algebra Tutorial on Multiplying and Dividing …
