\fAlgebra 2 Name 1021 Kuta Software LLC. All rights reserved ID: 1 HW Unit 1.1 Complex Numbers Day 2 Date Period Simplify 1) (2+ 32) + (-7-1) 2) (-6-51) +(6+81) 3) (-6-81) +(3 + 51) 4) (-3+2:)(-8 + 31) 5) 2+91 -31 7) 3 +81 6+41 51 8) 6 -21 9) - -2+91 -5 -5i 10 ) 6-1 3 -51 2021 Kuta Software LLC. All rights reserved. Made with Infinite Alesbra 2.Algebra 1 Name ID: 1 2021 Kuta Software LLC. Allrights reserved. Assignment Date Period Factor each completely. 1) x3 + 6x - 16 2) K2 - 4k 3) x3 +5x +6 4) x2 - 81 5) v2 + 2v-3 6) 1062 + 566 + 64 7) 3a' - 10a - 25 8) 2v2 + 1 1v +5 0 101 1 Kuta Software LLC. All rights reserved. Made with Infinite Algebra 1 .Algebra 2 Name ID: 1 0 1021 Kuta Software LLC. All rights reserved. HW: Absolute Value Equations and Inequalities Date Period Solve each equation. 1) - -84 2) 7| 4x - 1| =49 3) |8x - 10| +7=89 4) |4 - 10# +2=-54 Solve each inequality and graph its solution. 5 ) |m S-5 6) |x - 10| -8 9) 3 96 + 10> 118 10) |8v + 1| > 17 6 4 - 0 1021 Kuta Software LLC. All rights reserved. Made with Infinite Algebra 1.HW 2.1 Day 2 If -6x +11 =4, then - Which graph best represents the solution for y 2 |2x +1 |-3 ? F X= or X = N OA OC G X = or X= NIUT 7 H X= NIUT or X = OD or X = O B J X=- NIUTWhich shows the solution to the following inequality? x - 3 > 2 A -10 B 5 C -10 Which equation best defines the function graphed above? D Ay= x +2 -10 By=-x +2 c y= |x+21 Which graph best represents the solutions to the inequality 3x -7|$5? F D y= x+2 3 -2 - H -4 -3 -2 -10 1 4 3 2 1 0 1 7How many values of x will satisfy the equation -2 3,r - 5| = 0 7 Which is a solution of |2x -7|+1 = 9? OAO 081 O B * = 3 Ocz OD3 OCX= -1 This graph best represents the solution to which inequality? 12 -10 -8 -4 Which graph best represents the solutions for y 4 OB x-11/ 15 O D |2x +7| -2 OB -6 co : y end behavior x -> co : y absolute value of the a-value = (h, k) = translation: reflection/dilation: domain range increasing interval decreasing interval end behavior x -> co :y+ end behavior x -> co : y-> 3. yz2/x+4) absolute value of the a-value = (h, k) = Translation: reflection/dilation: domain range increasing interval decreasing interval end behavior x -> co : y- end behavior x -> co: y -+