### Day 27 - Factoring Overview - 09.24.14

 Bell RingerRemediation Request FormBell Ringer QuizFind the GCF of 35x2y and 45xy2.5xy3*5*x*y515xynone of the aboveFactor 2x2 - 3xz - 2xy + 3yz.x(2x - 3z) - y(2x - 3z)x(2x - 3z) - y(2x + 3z)(x - y)(2x - 3z)(2x2 - 3xz) + (-2xy + 3yz)none of the aboveSolve by factoring a2 + 3a - 4 = 0.a = 1, -4a = -1, -4a = -1, 4a = 1, 4none of the aboveFactor 24x2 + 44x - 28.4(2x  + 1)(3x + 7)4(2x  - 1)(3x - 7)4(2x  - 1)(3x + 7)4(2x  + 1)(3x - 7)none of the aboveSolve by factoring: 24x2 + 44x - 28 = 0.x = ½ and -7/3x = -½ and 7/3x = -½ and -7/3x = ½ and 7/3none of the aboveReviewMonomialsPolynomialsAdding/Subtracting PolynomialsMultiplying Polynomials by MonomialsMultiplying Polynomials by PolynomialsSpecial ProductsIntro to FactoringFactoring x2 + bx + cFactoring ax2 + bx + cFactoring Differences of SquaresLessonCheckpoint Sheets ProtocolPerfect Squares and FactoringConceptsPerfect Square TrinomialsSquare Root PropertySection 9-6Practice #7-11Checkpoint 1 - #8, 10Practice #13, 15Checkpoint 2 - #12, 14Practice #23Checkpoint 3 - #24Practice #25-39Checkpoint 4 - #36Practice #43-53Checkpoint 5 - #48, 50Chapter 9 Reviewpage 519 #1-40Exit TicketPosted on the board at the end of the block Lesson Objective(s)How can expressions of perfect square polynomials be factored?How can square root property be used to solve problems?Standard(s)Mathematical Practice(s)#1 - Make sense of problems and persevere in solving them#2 - Reason abstractly and quantitatively#3 - Construct viable arguments and critique the reasoning of others#6 - Attend to precision#7 - Look for and make use of structure