ࡱ> bdaz bjbjVV 4<<rF((((((8'))(p_+^++++rerereNpPpPpPpPpPpPp$r;u~tp9(reYp rereretp++E-piiireLV+(+NpireNpii:n,U#n+':(e>n :pp0pHnRuRf6unu(nrereirererereretptpg&rerereprererereurerererererererere : Algebra 1 7.2 Compound Inequalities NOTES Recall: Write, in words, what each inequality says. Start with the variable first in your sentence. Then, write 3 values for x that are solutions for each inequality. x > 5 b. x < -2 Solutions: Solutions: c. 3 > x d. -1 < x Solutions: Solutions: Compound Inequality: Two or more inequalities that are connected by the words ______ or ______ . Intersection of Inequalities: A compound inequality that contains the word _________. **This type of compound inequality is true if both inequalities are true.  Ex: x > 6 and x < 9 can be combined together and written as Ex: The ages of the students in this class are greater than 12 but less than 16.  Union of Inequalities: A compound inequality that contains the word _____. **This type of compound inequality is true if at least one of the inequalities is true. Ex: x > 2 or x < -1 cannot be combined together into one inequality.  Ex: The low/high temperature each day in November was either less than 40 degrees or greater than 65 degrees. Examples: Rewrite each compound inequality as two separate inequalities. Then graph on the number line provided. Write 3 solutions for each inequality. -6 < x < 1 b. 0 < x < 4  Solutions: Solutions: Graph each compound inequality. Write 3 solutions for each inequality. c. x < 1 or x > 5 d. x < -2 or x > 3  Solutions: Solutions: Solve each compound inequality. Then graph. Write 3 solutions for each inequality. e. -2 < x + 5 < 4 f. x 4 < -6 or -3x < -12  Solutions: Solutions: Solve each compound inequality. Then graph. Write 3 solutions for each inequality. g. 6 < 2(x 1) < 10 h. 3x + 2 < -10 or -x 1 < 1  Solutions: Solutions: Name:__________________________ Period:_____________ 7.2 ASSIGNMENT: Level C Rewrite each compound inequality as two separate inequalities. Then graph. Write 3 solutions for each.1. -2 < x < 5  Solutions: 2. -5 < x < 3 Solutions:3. 1 < x < 6 Solutions:Graph each compound inequality. Write 3 solutions for each.4. x < -1 or x > 5  Solutions: 5. x < 0 or x > 6 Solutions: 6. x > -1 or x < -5 Solutions:  Level B Solve each inequality. Then, rewrite each inequality as two separate inequalities and graph.7. 1 < x + 3 < 5  Solutions: 8. 2 ( x 4 < 1  Solutions:9. x + 1 < 3 or -2x < -10  Solutions:  Level A 10. 3 < 2x + 1 < 7  Solutions: 11. 3x 4 < 5 or 2x 6 > 6  Solutions:12. 5 < 3 2x < 11  Solutions:Write an inequality which describes each graph.13.   14.15. 16.Write a compound inequality that represents each problem. Then solve each problem and write 3 possible solutions for each.17. Most snakes must live in places where temperatures range between 75 to 90 degrees. 18. The cost of cell phones are either less than $60 or more than $110.PRACTICE TEST Level C Level BLevel A2C. Graph the compound inequality.  EMBED Equation.3  or  EMBED Equation.3   2B. Solve the compound inequality and graph. -1 < x + 4 < 6  2A. Use the compound inequality to answer the questions below. -15 < 4x 7 < 17 a) Solve the compound inequality. b) Graph the solution.  c) Write 3 solutions for the inequality.  ANSWERS: 1. x > -2 and x < 5  Solutions: Answers will vary Choose any numbers greater than -2 and less than 5 2. x > -5 and x < 3  Solutions: Answers will vary Choose any numbers greater than -5 and less than or equal to 3 3. x > 1 and x < 6  Solutions: Answers will vary Choose any numbers greater than or equal to 1 and less than or equal to 64. x < -1 or x > 5   Solutions: Answers will vary Choose any numbers less than -1 or greater than 55. x < 0 or x > 6   Solutions: Answers will vary Choose any numbers less than or equal to 0 or greater than 66. x > -1 or x < -5   Solutions: Answers will vary Choose any numbers less than or equal to -5 or greater than -1 7. -2 < x < 2 x > -2 and x < 2  Solutions: Answers will vary Choose any numbers greater than -2 and less than 28. 2 < x < 5 x > 2 and x < 5  Solutions: Answers will vary Choose any numbers greater than or equal to 2 and less than 59. x < 2 or x > 5  Solutions: Answers will vary Choose any numbers less than 2 or greater than 510. 1 < x < 3 x > 1 and x < 3  Solutions: Answers will vary Choose any numbers greater than 1 and less than 311. x < 3 or x > 6  Solutions: Answers will vary Choose any numbers less than or equal to 3 or greater than 612. 4 > x > -4 x > -4 and x < 4  Solutions: Answers will vary  Choose any numbers greater than -4 and less than or equal to 4 13. -4 < x < 5 14. x < -3 or x > 415. x < -1 or x > 0 16. -5 < x < 117. 75 < temp < 90 18. Cost < $60 or Cost > $110Practice Test 1C  EMBED Equation.3    1B  EMBED Equation.3   1A a)  EMBED Equation.3  b)  c) Answers vary      Reference Glencoe Textbook: Pages 303-306, Chapter 5-4 6 4 2 6 4 2 0 6 4 2 6 4 2 0 6 4 2 6 4 2 6 6 4 2 0 4 2 0 6 4 2 6 4 2 0 6 4 2 6 4 2 0 6 4 2 6 4 2 0 6 4 2 6 4 2 0 6 4 2 6 4 2 0 6 4 2 6 4 2 0 6 4 2 6 4 2 0 6 4 2 6 4 2 0 6 4 2 6 4 2 0 6 4   -17IS ( + 1 2 4 5 8 : F I U V k l  " Q U m n Ơƕ}}ƕh I5OJQJaJh I6>*OJQJaJh I6OJQJaJh Ih I5OJQJaJhbhbOJQJaJhb>*OJQJaJh IOJQJaJhb5OJQJaJhbhb5OJQJaJhbOJQJaJhhbOJQJaJ.178@A   5 6 7 8 T U V ^gd Igd,K8^8gd Igd I & Fgdbgd|gdb " m n    S o y z ) * + , - 0 1 N gd,K & Fgd,Kgd Igd|n o { ~       L n o x y ! dz⩞zmccchpOJQJaJh Ih IOJQJaJh I>*OJQJaJh Ih I5OJQJaJh I6OJQJaJh I5OJQJaJh,KOJQJaJ&jh,KOJQJUaJmHnHu h Ih Ih Ihzuh I5>*OJQJaJh IOJQJaJ&jh IOJQJUaJmHnHu#! " - / 1 M Q CEWX  $'*+·­­‡|p|||h+8hp6OJQJh+8hpOJQJhpOJQJhw3OJQJaJ&jhpOJQJUaJmHnHuhzuOJQJaJhp>*OJQJaJhpOJQJaJh IOJQJaJ&jh,KOJQJUaJmHnHuh,KOJQJaJh,K>*OJQJaJ'N O P Q DEFgdpgd,Kgd|@ABCDEFGHILMNklmnopqrstuvgd|gdp+,58:;>BIKqsACDHITUVcdef̸̡֮wwwwjw`Swh+8hpOJQJaJh[f{OJQJaJh+8hm#OJQJaJh+8h[f{OJQJaJh>|5CJOJQJaJhphp5CJOJQJaJhv)5CJOJQJaJh,KOJQJaJ&jhpOJQJUaJmHnHuhzuOJQJaJhpOJQJaJh+8hpOJQJhpOJQJh+8hp>*OJQJ vwxyz{|}~B $Ifgd|gd|BCQRSTUWXcdetuvwx $Ifgd|jkd$$Ifl\(( t0644 layt+8fgmpqst   ()*ߛߛ߇}߇r}ehph[f{OJQJaJhp>*OJQJaJh$4OJQJaJ&jh$4OJQJUaJmHnHuh+8h[f{>*OJQJaJ&jhpOJQJUaJmHnHuh+8hpOJQJaJh[f{OJQJaJhzu>*OJQJaJh+8h[f{OJQJaJhzuOJQJaJhpOJQJaJ'xyz $Ifgd| ne $IfgdCjkd$$IflF, \(   t06    44 layt+8* $Ifgdp $IfgdCjjkd$$Ifl\(( t0644 layt+8*+,.4:;=>?OPQ"$%)*+89˾˦˙Վv˙k_k˙H˙,jh+8h$4OJQJUaJmHnHuh+8h$46OJQJh+8h$4OJQJh>|OJQJaJh>|h>|5OJQJaJh>|5OJQJaJh+8h$4OJQJaJh[f{OJQJaJh+8h7>*OJQJaJh+8h7OJQJaJh$4OJQJaJh+8h[f{OJQJaJhpOJQJaJ&jh$4OJQJUaJmHnHu*?@ABCNOPQe\ $Ifgdgkd$$IflF, \(   t06    44 layt+8 $Ifgd7 #$%&'()+,-89Kjkd($$Ifl\(( t0644 laytg $Ifgdg9:<?@ABJLMQRS_`aclpstuy{|ޠޘzl_hi)h$4OJQJaJh>|h>|5OJQJaJh>|OJQJaJhzuOJQJaJhOJQJaJhzuOJQJh$4OJQJh0OJQJ,jh+8h$4OJQJUaJmHnHuhzu6OJQJ jh+8h$4OJQJh+8h$4OJQJh+8h$4OJQJaJh$4OJQJaJ#KLMNOPQSTU`z{|}~ $Ifgdgniiii`````` $Ifgdggd|kd$$IflF, \(   t06    44 laytg "&'(,/02=>?op󭡙ܙvhi)h &UOJQJhi)h$4OJQJhi)h &UOJQJaJhzuOJQJhi)h7>*OJQJhi)h7OJQJ,jhi)hk3OJQJUaJmHnHuhi)h$4OJQJaJhi)hk36OJQJhi)hk3OJQJhi)hk3OJQJaJ*# $Ifgdg#$%&()*+,-./123> $Ifgdi) $Ifgdg>?one $Ifgdgkd<$$IflF")| \ t0)6    44 layti)opwyz{}~ $Ifgdgjkd$$Ifl")) t0)644 layti)pswx{|~rstuܻܻ{k]SFhZSh.CJOJQJh.CJOJQJhc7h.5CJOJQJh.5B*OJQJaJphhi)hvjOJQJaJhi)OJQJaJh &UOJQJaJhi)hi)OJQJaJ#hi)h$4OJQJaJmHnHuhi)h &UOJQJaJ&jhOJQJUaJmHnHuhi)h$4OJQJaJ,jhi)h$4OJQJUaJmHnHuxxxxxxx $Ifgdg}kdl$$Ifl0")d* t0)644 layti)x $Ifgd|}kd$$Ifl0")d* t0)644 layti)qrstu $Ifgd|jkd$$Ifl")) t0)644 layti)|ppp $$Ifa$gd 9gd.}kd$$Ifl0")d* t0)644 layt &UDEFHIJKn[[[[[[[[[ "$1$7$8$H$Ifgd 9kd$$IflF, \( t06    44 layt 9 %&'(,-@ABCFGX^`aͺީuj]uuuj]hNth.CJOJQJh.>*CJOJQJhZSh.CJOJQJ&jh.CJOJQJUmHnHu%j hhhhCJEHOJQJU!jzP hhCJOJQJUV%j\hhhhCJEHOJQJU!jzP hhCJOJQJUVhhCJOJQJjhhCJOJQJUh.CJOJQJ KLMNOPQRSTUVWXY "$1$7$8$H$Ifgd 9ABCDEFG_`bcd "$1$7$8$H$Ifgd 9 "$1$7$8$H$If^gd 9niii``````` $Ifgdggd|kd $$IflF, \( t06    44 layt 9   ¸Œuku^«SFhh2h}XxOJQJaJhh2>*OJQJaJhh2h}XxCJOJQJh0CJOJQJhh2CJOJQJhh2hh2CJOJQJhh2OJQJaJ)jhy65OJQJUaJmHnHuh+8h}XxOJQJaJhvjOJQJaJh}XxOJQJaJh}Xxhk35OJQJaJh &Uh &U5OJQJaJh.5OJQJaJhDbeh.CJOJQJ"#A $Ifgdh2 $Ifgdg  !-/@AUhr~  µ«̊rµ«e̊h5eh}XxCJOJQJhh2h}XxOJQJaJhh2>*OJQJaJh+8h}XxOJQJaJhy6CJOJQJh0CJOJQJhh2CJOJQJhh2hh2CJOJQJhh2OJQJaJh}XxOJQJaJ&jhh2OJQJUaJmHnHu)jhh25OJQJUaJmHnHu'"#Auneeee\eeee $Ifgdy6 $Ifgdgkdo $$IflF, \(   t0+6@    44 layt. !#-/@Atuvxz{˾˴˾˴{mh+8h}Xx>*OJQJaJh0h}XxCJOJQJ&jh|OOJQJUaJmHnHuh}Xx>*OJQJaJh5eh}XxCJOJQJhy6CJOJQJhh2hy6CJOJQJhy6OJQJaJ&jhy6OJQJUaJmHnHuh+8h}XxOJQJaJh}XxOJQJaJ$&ghi $Ifgdv) $Ifgdy6 $Ifgdg %&fghijkmwxķĭwowbXKXAh0CJOJQJhh2h0CJOJQJh0OJQJaJh+8hhOJQJaJh}XxOJQJh0OJQJh+8h}XxOJQJaJh5ehnwCJOJQJhv)CJOJQJhhCJOJQJhy6CJOJQJhh2hy6CJOJQJhy6OJQJaJh}XxOJQJaJ&jhy6OJQJUaJmHnHu&jh0OJQJUaJmHnHuijxyneeeeeee\e $Ifgd0 $Ifgdgkd $$IflF, \(   t0+6@    44 layt.   )*ijkm{~ԶwmܢwmY&jhvOJQJUaJmHnHuh0CJOJQJhh2h0CJOJQJh0OJQJaJ&jh0OJQJUaJmHnHu&jhOJQJUaJmHnHuh0h0OJQJaJh}XxOJQJh0>*OJQJh0OJQJh+8h}XxOJQJaJh}XxOJQJaJh5eh}XxCJOJQJ"   *j|}~ $Ifgd0 $IfgdgQdeneeeeeeeeee $Ifgdo kd $$IflF, \(   t0+6@    44 layt.  >?IOPQSUWXcfgiln{ܬ܄&jh5eOJQJUaJmHnHu&jhOJQJUaJmHnHuh0hOJQJaJh>*OJQJaJh5eOJQJaJjhOJQJUaJhhOJQJaJh+8hOJQJaJhOJQJaJ1egmno& $Ifgdo $&N\htv~̿̿֨teTe h5e>*OJQJaJmHnHuh5eOJQJaJmHnHu#hi)h5eOJQJaJmHnHuh5eh5eOJQJaJh4\OJQJaJh5e>*OJQJaJhi)h5eOJQJaJh5eOJQJaJhhOJQJaJhOJQJaJh+8hOJQJaJjhOJQJUaJjh5eOJQJUaJ neee $Ifgdo kd%$$IflF, \(    t0+6@    44 layt.<xxx $Ifgdo }kd$$Ifl0\(dd t0+6@44 layt.$46:>FfjĹĬΗ~ncP;n(jchhhh5EHOJQJUaJ$j,zP hh5OJQJUVaJhh5OJQJaJjhh5OJQJUaJh.5OJQJaJh 0h.5OJQJaJ)jhv5OJQJUaJmHnHuh5eh5eOJQJaJh5e>*OJQJaJh5eOJQJaJhi)h5eOJQJaJ#hi)h5eOJQJaJmHnHu#h5eh5eOJQJaJmHnHu<>hjxxx $Ifgdo }kdO$$Ifl0\(dd t0+6@44 layt.    (./Mxoooxxoxxf $Ifgd $Ifgdv $Ifgd 9}kd$$Ifl0\(dd t0+6@44 layt.     $%&'(*+,-/ѽveRћ>&jh OJQJUaJmHnHu%jhhhWEHOJQJUaJ!jzP hWOJQJUVaJhhOJQJaJh 0h.5OJQJaJh 0h.OJQJaJh 0hvOJQJaJ)jhv5OJQJUaJmHnHu&jhvOJQJUaJmHnHujhhOJQJUaJ)jhh5OJQJUaJmHnHuhv5OJQJaJ/1456IJKLMTWnopqrsuvxy{|~vi\RJFJFJFJFhq`jhq`Uhk3OJQJaJh|h.OJQJaJh 0h.OJQJaJh 0hOJQJaJ)jh5OJQJUaJmHnHu(j/hvhv5EHOJQJUaJ$juP hv5OJQJUVaJhv5OJQJaJjhv5OJQJUaJh 0h.5OJQJaJh5OJQJaJh.5OJQJaJMTXYZnopqre`[gd|gd.kdv$$IflF D*XXX t0+6    44 layt. $Ifgd rtuwxz{}~gd$4gd+8gd+8~   "#&'*+-.0134hvh}Xxh@hM7%h{h:Th@h$4hq`hgh+8h+8CJOJQJhp$ah+8CJOJQJJgd$4   "#&'*+-.0gdgd$4013467:;>?BCEFHIKLNORSVWZ[]^`gd467:;>?BCEFHIKLNORSVWZ[]^`acdfg(hk3OJQJaJhT"hUh0hy6hh2hvjh}Xxhv'`acdfgjknorsuvxy{|~gd$4gdgd$4gd$4 !gd$42 6 4 2 0 6 4 2 6 4 2 0 6 4 2 6 4 2 0 0 2 4 6 2 4 6 0 2 4 6 2 4 6 0 2 4 6 2 4 6 !"$%'(+,/034679:<=?@BCEFHIKLOgdgd$4OPSTWXZ[]^`acdghkloprsuvxy{|gdgd|gd21h:p|/ =!"#$% $$If!vh5(#v(:V l t065(yt+8$$If!vh5 5 5 #v :V l t065 yt+8$$If!vh5(#v(:V l t065(yt+8$$If!vh5 5 5 #v :V l t065 yt+8$$If!vh5(#v(:V l t065(ytg$$If!vh5 5 5 #v :V l t065 ytg$$If!vh5|5 5\ #v|#v #v\ :V l t0)65|5 5\ yti)$$If!vh5)#v):V l t0)65)yti)$$If!vh5d5*#vd#v*:V l t0)65d5*yti)$$If!vh5d5*#vd#v*:V l t0)65d5*yti)$$If!vh5)#v):V l t0)65)yti)$$If!vh5d5*#vd#v*:V l t0)65d5*yt &U$$If!vh5 5 5 #v #v #v :V l t0655yt 9;Dd b  c $A? ?3"`?239[TYD{)ma`!Y39[TYD{)m`PH'xcdd`` $X bbd12,(ㆫa:"Wcgb  C0nĒʂTݿ%`R&br<Xky\v @@ڈ+1դ4^Ma`X2@~@2w\J=QpYaH)wȄJ. I.pHa$=#RpeqIj.vPx0u(2t5-~'f~Ra2Dd b  c $A? ?3"`?2|{ә0sX `!P{ә0s@ Hxcdd`` $X bbd12,(ㆫa:,Wcgb x m@øjx|K2B* R vfj KXB2sSRs"6~.Ob~i-,@u@@ڈ+1 հ4^Ma`?@~@27vl#ŝsaPQ$A!94L=fdbR ,.IehC Dl,v.н0?y^$$If!vh5 5 5 #v #v #v :V l t0655yt 9$$If!vh5 5 5 #v :V l t0+6@5 yt.$$If!vh5 5 5 #v :V l t0+6@5 yt.$$If!vh5 5 5 #v :V l t0+6@5 yt.$$If!vh5 5 5 #v :V l t0+6@5 / yt.$$If!vh5d5d#vd:V l t0+6@5dyt.$$If!vh5d5d#vd:V l t0+6@5dyt.$$If!vh5d5d  !"#$%&'()*+,-./0123456789:;<=>?@ABCDEFGHIJKLMNOPQRSTUVWXZ[\]^_`ocfhgikjlnm1pqrtuvwxy|}~Root Entry FP4le Data YWordDocument4ObjectPool .P4l_1350231740F..Ole CompObjfObjInfo  "#$%' FMicrosoft Equation 3.0 DS Equation Equation.39q0g | xd""4 FMicrosoft Equation 3.0 DS Equation Equation.39qEquation Native 5_1350231772 F..Ole CompObj fObjInfo Equation Native  1_1350231852F..Ole  [n x>1 FMicrosoft Equation 3.0 DS Equation Equation.39q0g | CompObj fObjInfo Equation Native #_1350231997F..Ole CompObjfObjInfoEquation Native = FMicrosoft Equation 3.0 DS Equation Equation.39q!0g | "5d"x<2 FMicrosoft Equation 3.0 DS Equation Equation.39q_1349900497F..Ole CompObjfObjInfoEquation Native =1Table{uSummaryInformation(DocumentSummaryInformation8!8!l "2<xd"6Oh+'0 , L X d p|Unit 5 Worksheet 2 kstoffers Normal.dotmDanielle Arnold7Microsoft Office Word@H'@5[@fb^y@l3#vd:V l t0+6@5dyt.Dd Tb  c $A? ?3"`?24yS `!4yS   ȽXJpxcdd``d!0 $9@Lbd?XLQ* Wä2AA?Zc@ø4H obIFHeA*CT d'Y`3HDd Lb  c $A? ?3"`?2ob:GvTn+`!fob:GvT H4xcdd``ed``baV dR`1FYzP1n:؄jl R @@1 ^47$# lo@I A $37X/\!(?71!bD VpZ/-NHq%0~bi57 |&+ssrX|a>#ȞHbc' _ [1DI^F0L4H `p021)W2$‹C D|MN0?2VekGDd `b  c $A? ?3"`?2.HH aZ5ms`!e.HH aZ5X H3xcdd``ed``baV dR`1FYzP1n: B@q56~) @ `c`h UXRY`7S?$LY ZZsy"+8|-ęVT TUQ`Uf>I9 \^3> 0d${ΰY ķ@|] {A b/#A&TTrIPHsC$ Cv0o8n+KRsԡ"|MN0?2dv$$If!vh5X5X5X#vX:V l t0+65Xyt.ЊT8V"AȻHu}|$b{P8g/]QAsم(#L[PK-![Content_Types].xmlPK-!֧6 +_rels/.relsPK-!kytheme/theme/themeManager.xmlPK-!Ptheme/theme/theme1.xmlPK-! ѐ' theme/theme/_rels/themeManager.xml.relsPK]  "&),/26:>BFJMPSVY\_bcdefgkosvy|  !$'+/369<?CGKNQTW[_cfilosw{~srqponm\[ZYXWV !       p o n m l k j U T S R Q P O                             < ; : 9 8 7 6 W V U T S R Q r q p o s^ 02 0@P`p2( 0@P`p 0@P`p 0@P`p 0@P`p 0@P`p 0@P`p8XV~_HmH nH sH tH H`H |Normal CJOJPJQJ_HmH sH tH DA`D Default Paragraph FontRi@R  Table Normal4 l4a (k (No List jj | Table Grid7:V044 +8Header  H$>> +8 Header CharCJOJPJQJ4 @"4 +80Footer  H$>1> +80 Footer CharCJOJPJQJHBH +8 Balloon TextCJOJQJ^JaJRQR +8Balloon Text CharCJOJPJQJ^JaJ@b@ . List Paragraph ^PK![Content_Types].xmlj0Eжr(΢Iw},-j4 wP-t#bΙ{UTU^hd}㨫)*1P' ^W0)T9<l#$yi};~@(Hu* Dנz/0ǰ $ X3aZ,D0j~3߶b~i>3\`?/[G\!-Rk.sԻ..a濭?PK!֧6 _rels/.relsj0 }Q%v/C/}(h"O = C?hv=Ʌ%[xp{۵_Pѣ<1H0ORBdJE4b$q_6LR7`0̞O,En7Lib/SeеPK!kytheme/theme/themeManager.xml M @}w7c(EbˮCAǠҟ7՛K Y, e.|,H,lxɴIsQ}#Ր ֵ+!,^$j=GW)E+& 8PK!Ptheme/theme/theme1.xmlYOo6w toc'vuر-MniP@I}úama[إ4:lЯGRX^6؊>$ !)O^rC$y@/yH*񄴽)޵߻UDb`}"qۋJחX^)I`nEp)liV[]1M<OP6r=zgbIguSebORD۫qu gZo~ٺlAplxpT0+[}`jzAV2Fi@qv֬5\|ʜ̭NleXdsjcs7f W+Ն7`g ȘJj|h(KD- dXiJ؇(x$( :;˹! I_TS 1?E??ZBΪmU/?~xY'y5g&΋/ɋ>GMGeD3Vq%'#q$8K)fw9:ĵ x}rxwr:\TZaG*y8IjbRc|XŻǿI u3KGnD1NIBs RuK>V.EL+M2#'fi ~V vl{u8zH *:(W☕ ~JTe\O*tHGHY}KNP*ݾ˦TѼ9/#A7qZ$*c?qUnwN%Oi4 =3ڗP 1Pm \\9Mؓ2aD];Yt\[x]}Wr|]g- eW )6-rCSj id DЇAΜIqbJ#x꺃 6k#ASh&ʌt(Q%p%m&]caSl=X\P1Mh9MVdDAaVB[݈fJíP|8 քAV^f Hn- "d>znNJ ة>b&2vKyϼD:,AGm\nziÙ.uχYC6OMf3or$5NHT[XF64T,ќM0E)`#5XY`פ;%1U٥m;R>QD DcpU'&LE/pm%]8firS4d 7y\`JnίI R3U~7+׸#m qBiDi*L69mY&iHE=(K&N!V.KeLDĕ{D vEꦚdeNƟe(MN9ߜR6&3(a/DUz<{ˊYȳV)9Z[4^n5!J?Q3eBoCM m<.vpIYfZY_p[=al-Y}Nc͙ŋ4vfavl'SA8|*u{-ߟ0%M07%<ҍPK! ѐ'theme/theme/_rels/themeManager.xml.relsM 0wooӺ&݈Э5 6?$Q ,.aic21h:qm@RN;d`o7gK(M&$R(.1r'Jn m l                                    " "&),/26:>BFJMPSVY\_bcdefgkosvy|  !$'+/369<?CGKNQTW[_cfilosw{~  !"#$%&'()*+,-./0123456789:;<=>?@ABCDEFGHIJKLMNOPQRSTUVWXYZ[\]^_`abcdefghijklmnopqrstuvwxyz{|}~  EEEHn ! +f*9p /~4!$)/3579;>@CFGJN N vBx*K#>oKie<Mr0`!O "#%&'(*+,-.012468:<=?ABDEHIKLMOPQRUVW % ' , @ B $&5IK:::::@  @ , P*(  n  V C"?`B W c $DTB X C Dd d TB Y C D  TB Z C D  TB [ C DLLTB \ C DTB ] C DTB ^ C DHHTB _ C DTB ` C D  n  a C"?`B b c $DTB c C Dd d TB d C D  TB e C D  TB f C DLLTB g C DTB h C DTB i C DHHTB j C DTB k C D  n  l C"?`B m c $DTB n C Dd d TB o C D  TB p C D  TB q C DLLTB r C DTB s C DTB t C DHHTB u C DTB v C D  J { # "?J | # "?J } # "?J ~ # "?n   C"?`B  c $DTB  C Dd d TB  C D  TB  C D  TB  C DLLTB  C DTB  C DTB  C DHHTB  C DTB  C D  n   C"?`B  c $DTB  C Dd d TB  C D  TB  C D  TB  C DLLTB  C DTB  C DTB  C DHHTB  C DTB  C D  n   C"?`B  c $DTB  C Dd d TB  C D  TB  C D  TB  C DLLTB  C DTB  C DTB  C DHHTB  C DTB  C D  n   C"?`B  c $DTB  C Dd d TB  C D  TB  C D  TB  C DLLTB  C DTB  C DTB  C DHHTB  C DTB  C D  n   C"?`B  c $DTB  C Dd d TB  C D  TB  C D  TB  C DLLTB  C DTB  C DTB  C DHHTB  C DTB  C D  n   C"? `B  c $DTB  C Dd d TB  C D  TB  C D  TB  C DLLTB  C DTB  C DTB  C DHHTB  C DTB  C D  n   C"? `B  c $DTB  C Dd d TB  C D  TB  C D  TB  C DLLTB  C DTB  C DTB  C DHHTB  C DTB  C D  n   C"? `B  c $DTB  C Dd d TB  C D  TB  C D  TB  C DLLTB  C DTB  C DTB  C DHHTB  C DTB  C D  n   C"? `B  c $DTB  C Dd d TB  C D  TB  C D  TB  C DLLTB  C DTB  C DTB  C DHHTB  C DTB  C D  n   C"? `B  c $DTB  C Dd d TB  C D  TB  C D  TB  C DLLTB  C DTB  C DTB  C DHHTB  C DTB  C D  n   C"?`B  c $DTB  C Dd d TB  C D  TB  C D  TB  C DLLTB  C DTB  C DTB  C DHHTB  C DTB  C D  n   C"?`B  c $DTB  C Dd d TB  C D  TB  C D  TB  C DLLTB   C DTB   C DTB   C DHHTB   C DTB   C D  n   C"?`B  c $DTB  C Dd d TB  C D  TB  C D  TB  C DLLTB  C DTB  C DTB  C DHHTB  C DTB  C D  n   C"?`B  c $DTB  C Dd d TB  C D  TB  C D  TB  C DLLTB  C DTB   C DTB ! C DHHTB " C DTB # C D  n  $ C"?`B % c $DTB & C Dd d TB ' C D  TB ( C D  TB ) C DLLTB * C DTB + C DTB , C DHHTB - C DTB . C D  n  / C"?`B 0 c $DTB 1 C Dd d TB 2 C D  TB 3 C D  TB 4 C DLLTB 5 C DTB 6 C DTB 7 C DHHTB 8 C DTB 9 C D  n  : C"?`B ; c $DTB < C Dd d TB = C D  TB > C D  TB ? C DLLTB @ C DTB A C DTB B C DHHTB C C DTB D C D  V2 t C "?P2 u 3 "?\B v S DԔ"?"b , (,  { #" ?TB | C D, , TB } C D, (, V2 ~ C "?!b )  #" ? Z   vZ   `B  c $DTB  C DSSTB  C DC C TB  C D3 3 TB  C D# # TB  C D  TB  C D  TB  C D  TB  C DTB  C DTB  C DTB  C DTB  C DTB  C D`  C 4 hd `  C hl  `  C h  `  C h  `  C  ^4  `  C h@ 4 `  C h(  n   #" )vZ   `B  c $DTB  C DSSTB  C DC C TB  C D3 3 TB  C D# # TB  C D  TB  C D  TB  C D  TB  C DTB  C DTB  C DTB  C DTB  C DTB  C D`  C 4 hd `  C hl  `  C h  `  C  h   `  C   ^4   `  C  h@ 4  `  C  h(   P2  3 "?P2  3 "?V2  C "?%bB @ c $DԔ"?$bB  c $DԔ"?#\B  S DԔ"?""b , (,   #" ?&TB  C D, , TB  C D, (, bB  c $DԔ"?4h   # #" ?.vZ    `B   c $DTB   C DSSTB   C DC C TB   C D3 3 TB   C D# # TB   C D  TB   C D  TB   C D  TB   C DTB   C DTB   C DTB   C DTB   C DTB   C D`   C ? 4 hd ?`   C > hl  >`   C = h  =`   C < h  <`   C ;  ^4  ;`   C : h@ 4 :`   C 9 h(  9h   # #" ?2vZ    `B   c $DTB   C DSSTB   C DC C TB   C D3 3 TB   C D# # TB   C D  TB   C D  TB   C D  TB   C DTB   C DTB   C DTB   C DTB   C DTB   C D`   C M 4 hd M`   C L hl  L`   C K h  K`   C J h  J`   C I  ^4  I`   C H h@ 4 H`   C G h(  G. T 4e   #" ?*t   # #" ?_e vZ    `B   c $DTB   C DSSTB   C DC C TB   C D3 3 TB   C D# # TB   C D  TB   C D  TB   C D  TB   C DTB   C DTB   C DTB   C DTB   C DTB   C D`   C F 4 hd F`   C E hl  E`   C D h  D`   C C h  C`   C B  ^4  B`   C A h@ 4 A`   C @ h(  @B2   "4B2   "44\   3 Ԕ"RS62  "?-J2  # "?+P  3 Ԕ"?,J2  # "?1J2  # "?0P  3 Ԕ"?/h   # #" ?7vZ    `B   c $DTB   C DSSTB   C DC C TB   C D3 3 TB   C D# # TB   C D  TB   C D  TB   C D  TB   C DTB   C DTB   C DTB   C DTB   C DTB   C D`   C T 4 hd T`   C S hl  S`   C R h  R`   C Q h  Q`   C P  ^4  P`   C O h@ 4 O`   C N h(  ND2   "?6D2   "?3bB " c $DԔ"?5bB % @ c $DԔ"?;h  & # #" ?:vZ  '  `B (  c $DTB )  C DSSTB *  C DC C TB +  C D3 3 TB ,  C D# # TB -  C D  TB .  C D  TB /  C D  TB 0  C DTB 1  C DTB 2  C DTB 3  C DTB 4  C DTB 5  C D` 6  C [6 4 hd [` 7  C Z7 hl  Z` 8  C Y8 h  Y` 9  C X9 h  X` :  C W:  ^4  W` ;  C V; h@ 4 V` <  C U< h(  U62 = "?8J2 > # "?9bB ? c $DԔ"?<bB @ @ c $DԔ"?Ah  A # #" ??vZ  B  `B C  c $DTB D  C DSSTB E  C DC C TB F  C D3 3 TB G  C D# # TB H  C D  TB I  C D  TB J  C D  TB K  C DTB L  C DTB M  C DTB N  C DTB O  C DTB P  C D` Q  C bQ 4 hd b` R  C aR hl  a` S  C `S h  `` T  C _T h  _` U  C ^U  ^4  ^` V  C ]V h@ 4 ]` W  C \W h(  \62 X "?=P2 Y 3 "?>bB Z c $DԔ"?@h  \ # #" ?EvZ  ]  `B ^  c $DTB _  C DSSTB `  C DC C TB a  C D3 3 TB b  C D# # TB c  C D  TB d  C D  TB e  C D  TB f  C DTB g  C DTB h  C DTB i  C DTB j  C DTB k  C D` l  C il 4 hd i` m  C hm hl  h` n  C gn h  g` o  C fo h  f` p  C ep  ^4  e` q  C dq h@ 4 d` r  C cr h(  cD2 s  "?CD2 t  "?DV u C Ԕ"?Bh  w # #" ?IvZ  x  `B y  c $DTB z  C DSSTB {  C DC C TB |  C D3 3 TB }  C D# # TB ~  C D  TB   C D  TB   C D  TB   C DTB   C DTB   C DTB   C DTB   C DTB   C D`   C p 4 hd p`   C o hl  o`   C n h  n`   C m h  m`   C l  ^4  l`   C k h@ 4 k`   C j h(  jD2   "?FP2  3 "?HV  C Ԕ"?GbB  @ c $DԔ"?Jh   # #" ?NvZ    `B   c $DTB   C DSSTB   C DC C TB   C D3 3 TB   C D# # TB   C D  TB   C D  TB   C D  TB   C DTB   C DTB   C DTB   C DTB   C DTB   C D`   C w 4 hd w`   C v hl  v`   C u h  u`   C t h  t`   C s  ^4  s`   C r h@ 4 r`   C q h(  q62  "?MP2  3 "?KbB  c $DԔ"?Lh   # #" ?_vZ    `B   c $DTB   C DSSTB   C DC C TB   C D3 3 TB   C D# # TB   C D  TB   C D  TB   C D  TB   C DTB   C DTB   C DTB   C DTB   C DTB   C D`   C x 4 hd x`   C y hl  y`   C z h  z`   C { h  {`   C |  ^4  |`   C } h@ 4 }`   C ~ h(  ~62  "?R62  "?QP  ?՜.+,0 hp  Deer Valley USD& h Unit 5 Worksheet 2 Title  F'Microsoft Office Word 97-2003 Document MSWordDocWord.Document.89q      !"#$%&'()*+,-./03 Ԕ"?Ph   # #" ?WvZ    `B   c $DTB   C DSSTB   C DC C TB   C D3 3 TB   C D# # TB   C D  TB   C D  TB   C D  TB   C DTB   C DTB   C DTB   C DTB   C DTB   C D`   C  4 hd `   C  hl  `   C  h  `   C  h  `   C   ^4  `   C  h@ 4 `   C  h(  62  "?UJ2  # "?Vh   # #" ?[vZ    `B   c $DTB   C DSSTB   C DC C TB   C D3 3 TB   C D# # TB   C D  TB   C D  TB   C D  TB   C DTB   C DTB   C DTB   C DTB   C DTB   C D`   C  4 hd `   C  hl  `   C  h  `   C  h  `   C   ^4  `   C  h@ 4 `   C  h(  J2  # "?YP2  3 "?ZbB  c $DԔ"?TbB  @ c $DԔ"?SP  3 Ԕ"?Xh  F# #" ?vZ  G `B H c $DTB I C DSSTB J C DC C TB K C D3 3 TB L C D# # TB M C D  TB N C D  TB O C D  TB P C DTB Q C DTB R C DTB S C DTB T C DTB U C D` V C V4 hd ` W C Whl  ` X C Xh  ` Y C Yh  ` Z C Z ^4  ` [ C [h@ 4 ` \ C \h(   T ?)  #" ?h2 w C #" ?&z&b2 x 3 #" ?wtB yB c $DԔ#" ??wtB z c $DԔ#" ?u&)  ]# C"?O)vZ  ^ `B _ c $DTB ` C DSSTB a C DC C TB b C D3 3 TB c C D# # TB d C D  TB e C D  TB f C D  TB g C DTB h C DTB i C DTB j C DTB k C DTB l C D` m C  m4 hd  ` n C nhl  ` o C oh  ` p C ph  ` q C q ^4  ` r C rh@ 4 ` s C sh(  n 0P(D   C"?'`B   c $D0P(TB   C DxxDTB   C D$$DTB   C DDTB   C D,,DTB   C DDTB   C Dl l DTB   C D ! !DTB   C D!!DTB   C Dt"t"DTB   C D##DTB   C D##DTB   C Dh$h$DTB   C D%%DTB   C D%%DTB   C Dp&p&DTB   C D''DTB   C DDn 0P(D   C"?(`B   c $D0P(TB   C DxxDTB   C D$$DTB   C DDTB   C D,,DTB   C DDTB   C Dl l DTB !  C D ! !DTB "  C D!!DTB #  C Dt"t"DTB $  C D##DTB %  C D##DTB &  C Dh$h$DTB '  C D%%DTB (  C D%%DTB )  C Dp&p&DTB *  C D''DTB +  C DDn 0P(D ,  C"?)`B -  c $D0P(TB .  C DxxDTB /  C D$$DTB 0  C DDTB 1  C D,,DTB 2  C DDTB 3  C Dl l DTB 4  C D ! !DTB 5  C D!!DTB 6  C Dt"t"DTB 7  C D##DTB 8  C D##DTB 9  C Dh$h$DTB :  C D%%DTB ;  C D%%DTB <  C Dp&p&DTB =  C D''DTB >  C DDh  ? # #" ?OvZ  @  `B A  c $DTB B  C DSSTB C  C DC C TB D  C D3 3 TB E  C D# # TB F  C D  TB G  C D  TB H  C D  TB I  C DTB J  C DTB K  C DTB L  C DTB M  C DTB N  C D` O  C 8O 4 hd 8` P  C 7P hl  7` Q  C 6Q h  6` R  C 5R h  5` S  C 4S  ^4  4` T  C 3T h@ 4 3` U  C 2U h(  262 W "?e62 X "?\62 Y "?ah  Z # #" ?fvZ  [  `B \  c $DTB ]  C DSSTB ^  C DC C TB _  C D3 3 TB `  C D# # TB a  C D  TB b  C D  TB c  C D  TB d  C DTB e  C DTB f  C DTB g  C DTB h  C DTB i  C D` j  C 1j 4 hd 1` k  C 0k hl  0` l  C /l h  /` m  C .m h  .` n  C -n  ^4  -` o  C ,o h@ 4 ,` p  C +p h(  +P q 3 Ԕ"?bJ2 r # "?`J2 s # "?ch  t # #" ?dvZ  u  `B v  c $DTB w  C DSSTB x  C DC C TB y  C D3 3 TB z  C D# # TB {  C D  TB |  C D  TB }  C D  TB ~  C DTB   C DTB   C DTB   C DTB   C DTB   C D`   C * 4 hd *`   C ) hl  )`   C ( h  (`   C ' h  '`   C &  ^4  &`   C % h@ 4 %`   C $ h(  $P  3 Ԕ"?i62  "?hJ2  # "?gbB  @ c $DԔ"?^bB  c $DԔ"?]B S  ?{|}~     u    q  n-.IJUe * ) Q / p q r w { ~ F `  ~ghijk()*+,TUV{It}$$t|Pt~t0#wt]0}wt# t<\# t# t<\# t# t<\# t [t t tP tJ tJ t$ t/' t: tV ta tl tv22tuittitFot{{$t iVtOVt O t-%3t~O& t[t ttOt0"`$"t 2R `t D=d t, X t O t @N t mnt 1t | t PO Pt # t 1nt | t -t t" . .t  tt ' -t= - t> $-t& v |t% m.t? ; tX CtY  tA g mtZ  t@ *tu ts |ctt Dit\  "t . Tt O t |Mtw # )t t m1t ) Z t . At  #t?  t t CKt N Tt   t  J t  Tt ] Mt # )t  t > At s1t  #tX  tt i it bbt N %tr =7tY P=tq Qts _qtt 6 tW ^tZ %= Ct ) tt 'St b trtuwxz{}~ot rtuwxz{}~333333p p  C fh  '(+,,/qrruup p  C fh  '(+,,/q   m[dl[(eQ8^8`o(. ^`hH.  L^ `LhH.  ^ `hH. x^x`hH. HL^H`LhH. ^`hH. ^`hH. L^`LhH.8^8`o(. ^`hH.  L^ `LhH.  ^ `hH. x^x`hH. HL^H`LhH. ^`hH. ^`hH. L^`LhH.dl[(m[a@        ".        ba+80od` o :Tv|m#W{M7%i)*+F,f,f,h2k3$45.78 9:;T<J?D?@B I,KAOPTR &U0W40^^^b@c5epzunw}Xx[f{GvjT"Ih|n>|zFy*-|q`g147/aCjy674\.H0 2x'w3U:v)IT|O}@>{C@rt@hh0Qhh4X@XX<@XP@UnknownG* Times New Roman5Symbol3. * ArialCNComic Sans MS3* Times5. *aTahomaA BCambria Math"hq+&)& 3? &3? &!24dhh2qHX ?|2!xxUnit 5 Worksheet 2 kstoffersDanielle Arnold  CompObj&y