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The product of (a + b)(a − b) is a perfect square trinomial. A) sometimes B) never C) always
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If you multiply it out, you will get: \[a^2 - b^2\] Which is the difference of squares.
Do you think it's a perfect square trinomial? Or no?
I'll give you a hint: you should be able to write a perfect square trinomial in the form: (a+b)^2 OR (a-b)^2
A perfect square trinomial is an expression with three terms that is the square of a binomial. a + b is a binomial $$\huge (a + b)^2=( a + b ) ( a + b )$$ That^ is the square of a binomial. Use FOIL to see if that answers your question :-)
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