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**Unformatted text preview: **Objective - Tc recognize and factor a
perfect square trincrmial. Find the area of the square in terms of x.
21+3 A=sz
2x+3|:| A=(2z~.;+3)2 A =(2x+3)(2x+3} A- Perfect Square Trincmial J Simplify. 1) (3+5)2 4) (2k —5)=
(3+5) 3+5) (2k—5 2k—5)
® ®
2) (In-2)2 5) (3t +4)2
(m — 2)(111 — 2) (3t + 4)(3t +4)
3) (2):. + 7)2 6) (ll—1y)2 (23+?)(2x +7) (ll-y)(l l-y) Follow the pattern!
(21+b)2 = a2 +2alth+b1
(K+5)2 = 1:: +10}: +25
(If—3): = )3 -6}-’+9 1.
Last Tufi‘; Eart-
Term the n the
Last Last
Term Term
Factor. :112 +12m+36 = (“1+ 6): y: —l4y +49 = (3' — 7)2 Complete the perfect square trinomial and factor. 1) x3+6x+l =(x+3)2
2) 1113+12m+-=(m+6)2
3) 35—13“. =(y—9f
4) 18—141”. =(k—7)2
5) 4t3—20t+-=(2t-5)2 Faeter completely.
1) 5x: +30}; + 45
50a2 + 6x + 9) Greatest Menomial Factor Perfect Square Trinemial 2) x“ - 8x: + 16
(X2 — 4)2 Perfect Square Tﬁaemjal (:5 —4)(x3 -4) A M
(X. + 2)(X - 2)(X + 2)(x - 2) Difference of Squares ...

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- Fall '09
- Algebra, Perfect square, Square number, Perfect Square Trincmial J Simplify, Perfect Square Trinemial, perfect square trincrmial