Simplifying Complex Rational Expressions
Professor Kipka demonstrates how to simplify complex rational expressions and shows examples. Click here to watch this video in a new tab Click here to download the transcript of this video
Read MoreProfessor Kipka demonstrates how to simplify complex rational expressions and shows examples. Click here to watch this video in a new tab Click here to download the transcript of this video
Read MoreProfessor Kipka demonstrates how to simplify complex rational expressions by clearing denominators Click here to watch this video in a new tab Click here to download the transcripts for this video
Read MoreProfessor Kipka discusses and explains different number systems. Click here to access this video in a new tab Click here to download the transcripts of this video
Read MoreProfessor Gorman demonstrates the concept of zero and negative exponents. Click here to access this video in a new tab Click here to download the transcripts of this video
Read MoreProfessor Gorman demonstrates the concept of the Quotient of Powers Click here to access this video in a new tab Click here to download the transcript of this video
Read MoreProfessor Kipka talks about adding and subtracting rational expressions with different denominators (bottoms). A concrete foundation for these ideas is given in the video Adding Fractions. Click here to view this video in a new tab Click here to download the transcript of this video
Read MoreProfessor Kipka talks about simplifying rational expressions such as (x+3) / (x^2-9). Click here to watch this video in a new tab Click here to download the transcripts of this video
Read MoreProfessor Kipka talks about adding fractions with different denominators (bottoms). Click here to view this video in a new tab Click here to download the transcripts of this video
Read MoreThe AC Method is a trick for factoring polynomials that don’t start with x squared. For example, the expression might start with 3 x squared. In this optional video Professor Kipka explains why the AC Method works. Click here to watch this video in a new tab. Click here to download the transcript for this…
Read MoreProfessor Kipka explains how to find the greatest common factor (GCF) of polynomial expressions. Click here to watch this video in a new tab. Click here to download the transcript for this video
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