AC Method Analytically
Professor Kipka explains how the AC Method works by using analytical processes. Click here to watch this video in a new tab Click here to download the transcript of this…
Read MoreProfessor Kipka explains how the AC Method works by using analytical processes. Click here to watch this video in a new tab Click here to download the transcript of this…
Read MoreProfessor Kipka explains how to factor polynomials using a geometrical method. Click here to access this video in a new tab Click here to download the transcripts of this video
Read MoreProfessor Kipka explains how the AC method works by using a geometry based explanation Click here to watch this video in a new tab Click here to download the transcript…
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…
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…
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 MoreProfessor Kipka talks about using number puzzles like “find two numbers that multiply to 8 and add to 6” to factor polynomials. Click here to open this video in a…
Read MoreProfessor Kipka shows how to expand products like (x+3)(x+8) using a geometric model. This approach is more visual and more flexible than FOIL. Click here to view this video in…
Read MoreProfessor Kipka explains how to use the AC Method to solve polynomials through the use of the guessing method of the AC Method. Sounds crazy, I know… Is it just…
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…
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