Square of binomials (a + b)^2 or (a - b)^2 First term = term usually variable squared. It is then added or minus to the second term. Second term = result of adding the two product. Third term = term usually a number squared
Difference of Squares (a + b)(a - b) or a^2 - b^2 First term= term usually a variable squared second term= zero result of a number added to its inverse third term= term usually a number squared Mark Soriano
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ReplyDeleteThe rule of difference of Squares is a^2 - b^2. For the square of binomials (a + b)^2.
ReplyDeleteSimon Bellido
Again - Your OWN rule constructed from your understanding of the pattern that emerged from class on Thursday.
ReplyDeleteSquare of binomials
ReplyDelete(a + b)^2 or (a - b)^2
First term = term usually variable squared. It is then added or minus to the second term.
Second term = result of adding the two product.
Third term = term usually a number squared
Difference of Squares
(a + b)(a - b) or a^2 - b^2
First term= term usually a variable squared
second term= zero result of a number added to its inverse
third term= term usually a number squared
Mark Soriano