When a binomial is squared, the result is what we call a perfect square trinomial. Let us study how a binomial is squared by using a general expression to represent a binomial.
Example:
Oops! This image does not follow our content guidelines. To continue publishing, please remove it or upload a different image.
Solution:
Oops! This image does not follow our content guidelines. To continue publishing, please remove it or upload a different image.
Oops! This image does not follow our content guidelines. To continue publishing, please remove it or upload a different image.
By analizing the resulting trinomial, we can observe the following:
= The first and last term are squares of the terms in the binomial factors. = The middle term is twice the product of the first and second term of the binomial factor.
D. Cube of a Binomial
The cube of binomial can be determined by multiplying the square of a binomial and tge binomial itself.
E
xample:
Oops! This image does not follow our content guidelines. To continue publishing, please remove it or upload a different image.
