Which of the following is not a perfect square trinomial? 169 − 26y + y^2 81 + 18y + y^2 64 + 8y + y^2 25 + 10y + y^2
@Holly00d1248 @Agl202 @sleepyjess @Directrix @Destinymasha @Luigi0210 @Nnesha @mathmate
http://www.themathpage.com/alg/perfect-square-trinomial-2.htm this all i can do for you on this one
A perfect square trinomial has the following properties: 1. the quadratic term and the constant term are both perfect squares, and have the SAME sign. 2. the middle (linear term) is TWICE the product of the square-root of the first and last terms. The sign is irrelevant. Examples: \(9x^2+12x+4\) is a perfect square because both \(9x^2\) and 4 are perfect squares, and twice the product of the square-roots is 2(3x*2)=12x. \(3x^2+5x+16\) is not a perfect square because \(3x^2\) is not a perfect square. Test each of the given cases and decide which one is a perfect square trinomial.
I got A?
@mathmate
A \(is\) a perfect square. Good work! Question needs which one is \(not\) a perfect square. So you need to check everyone!
Oh D?
@mathmate
Join our real-time social learning platform and learn together with your friends!