ࡱ> (*'y }bjbj 8<{{TTTTThhh8,hjX:JLLLLLL$5!#npTpTTjTTJJBp7UR60,U$SpU$BBU$TVppU$ : Mathematics Assessment Questions Worksheet Grade LevelAlgebra 1Pacing Chart Dates5th 6 weeksNames of WritersKim Hamilton TEKS/SE(s)Content Standard: A.9C investigate, describe, and predict the effects of changes in c on the graph of  EMBED Equation.DSMT4  Process Standard:( Readiness ( Supporting Content StandardSTAAR/EOC Reporting Category5 Quadratic and Other Nonlinear FunctionsLevel of Test Item/Question( Level 1: Concept ( Level 3: Problem Solving ( Level 2: Operations ( Level 4-I: Integration Content/ProcessTest Item/ QuestionA penny is dropped from a height of 25 ft and the equation modeling its height as a function of time is  EMBED Equation.DSMT4 . The penny is dropped a second time from an unknown height, but students used a motion detector to create a graph of its height versus time. This new graph is 12 units lower than the original graph. What is the equation for the second drop?Answer choices (indicate correct answer with an *) Record only correct answer in first drafts.A. (Step 1)Create a graph for the first time the penny is dropped.B. (Step 2)Determine what the new y-intercept will be.C. (Step 3)Draw the graph for the second drop on the same set of axes. D. (Step 4)Write the equation for the 2nd drop.E. (Correct answer) EMBED Equation.DSMT4  Validity Check Reviewed/Approved:Names of Reviewer(s):Date of Review     Kilgo Consulting, Inc., all rights reserved, 2000-2012 Assessment Questions Worksheet Federal Intellectual Property Rights/Copyright Protected HYPERLINK "http://www.margaretkilgo.com"www.margaretkilgo.com Mathematics +,8AVWYabcuvw     ǻ״״״whWwNhp7h}jaJ jRhK*hK*5EHUaJjR hK*5UVaJjhK*5UaJ hK*5aJhK5CJaJh}jh}j5CJaJh}jh}j5CJh}jh}jCJaJ h}jh}jhKhKCJH*aJhKCJaJhK*CJaJh}jh}jCJaJh}jh}jCJaJ$#h}jh}j6CJ OJQJ^JaJ$+,8BCVbcIkd$$Iflr`'~ h  t644 layt2 $$Ifa$gd2 $Ifgd2$a$gd}j $a$gd}jctuvwNIgd}jTkd$$Ifl0`'J t644 layt2Tkd$$Ifl0`'J t644 layt2 $Ifgd2 ' 3 @ Q R o Nkd$$Ifl     F!'. t0     6    44 laytAD P0$If]gdAD $If]gdAD % & ' ( 3 4 P Q R o $ % & : < A ĵīĝĐātg[ĤRIRh5CJaJh5CJaJhKh}j57CJ jqhKh}j5CJ jqh}jh}j5CJ jqh<%h}j5CJS* jqh<%h}j5CJ hK*5aJ h}jh}jh}jh}j5aJ jqhXh}j5CJS*h}jh}j5CJ jqhXh}j5CJhADh}jCJaJh}jh}j5CJaJhKh}j57CJaJo % ubO 0$If]gdAD 0$If]gdAD}kd$$$Ifl      0'(# t0     644 laytAD $If]gdAD% & : uh $If]gd $If]gdAD}kd$$Ifl     @0'(# t0     644 laytAD       S T U W ` a   鼰}}s}i}]}hh5H*aJh}jhAD5aJh}jh5aJ h5aJ hQj5CJhQjhQj5CJh}jh}j5aJh}jh}j5CJ h}jh}jhp7h5CJaJh5CJaJ$j>hh5CJEHUaJ j?R h5CJUVaJh5CJaJjh5CJUaJ$  u $If]gdAD}kd $$Ifl     ~0'(# t0     644 laytAD   T { $If]gdAD $If]gdQjjkd3 $$Ifl     '' t0     644 laytADT U a uu $If]gdAD}kd $$Ifl     0'(# t0     644 laytAD uu $If]gdAD}kd? $$Ifl     0'(# t0     644 laytAD uu $If]gdAD}kd $$Ifl     0'(# t0     644 laytAD    6 7 8 9 : ; < _ ` w x z { ʻѠungn`ng h*6-CJ\ h}jCJ\ h82CJ\h82h82CJ\hlajhlaUh}jh'<CJh}jh}j5CJaJh}jh}j5aJ j hh5EHUaJjGR h5UVaJ h5aJjh5UaJ hQj5CJh}jh}j5CJ h}jh}jh}jhK5aJ%  : uu $If]gdAD}kdY $$Ifl     0'(# t0     644 laytAD: ; < K ^ _ yyll $If]gd2]gd}j}kdO$$Ifl     0'(# t0     644 laytAD_ ` v w ww $If]gd2{kd$$Ifl    0 `'D  t0    644 layt2w x y z uu $If]gd2|kd_$$Ifl4    0 `'D  t0    644 layt2z { uu $If]gd2|kd$$Ifl4    0 `'D  t0    644 layt2 z{}}}}}}}}tt} `'gd82gd}j{kd$$Ifl    0 `'D  t0    644 layt2 )-.VWlmyz{|}żh}jh'<CJhlah4h82hCJ h3CJh82h820JCJ\hsQjhsQU h82CJ\h82h82CJ\h82h56CJ {|}gd}j6&P1h:p}j/ =!8"8#$%@ $$If!vh#v#v~ #vh#v#v :V l t655~ 5h55 / / yt2\$$If!vh#v#vJ:V l t655J/ yt2\$$If!vh#v#vJ:V l t655J/ yt27Dd `hb  c $A? ?3"`?2|$#,QV>Ȯ/]3`!U|$#,QV>Ȯ/@@X |#xSKkQLbH&](>B4}@!d]D 3E&%UAD(t',t 2 ϙ%7{sG`P q^*m)IBfH綌$!eeE"!m5C5{ .PGan04ҧ$}=M diQXJ\&\ ^o"|9u\_|]U?=IPES?(9SKkGk?^c%9{ /V[Ţ@}4^7'?*(G$1W)lu]]w&TZmԚ .y ok=1NFX?8$$If!vh#vE#v":V l~ t0     6,55(#ytAD}$$If!vh#v8(:V l t0     6,5'ytAD$$If!vh#vE#v":V l t0     6,55(#ytAD$$If!vh#vE#v":V l t0     6,55(#ytAD$$If!vh#vE#v":V l t0     6,55(#ytAD$$If!vh#vE#v":V l t0     6,55(#ytADiDd |hb  c $A? ?3"`?2#;;ށQ]7* 3`!#;;ށQ]7` @|UxSkAf6v&" -iӴ$ b $"<4B~DbN)"DOz!zEAz&:|F`P @KA 9m..Nl^IdJ>P4[Cܭ-#8^EG>RO`9&x.%i|>V4F't5^~gz \%oqx@8 '?zj4:BX")g99eD2,)qvʨvut(gMp nѼ$њ@au-zN(c5Bi4*ZhQY[r}j[YI7A={er܀;|668\1}mIVgmd =oi;%=| +k-Yí!͟aVKжh|MKj)SZ~BRj Bs*T<̨h"$Q  !"#$%&2),-./01453689:;<=>?@ABCDEFGHIRoot Entry F@U+@ Data WordDocument8<ObjectPool 0HU@U_1390990361F0HU`UOle CompObjiObjInfo  !#$%&'()*, FMathType 6.0 Equation MathType EFEquation.DSMT49q"@S"DSMT6WinAllBasicCodePagesTimes New RomanSymbolCourier NewMT Extra!/ED/APG_APAPAE%B_AC_AE*_HA@AHA*_D_E_E_A  y==ax Equation Native _1390990911 FpUpUOle  CompObj i2 ++c FMathType 6.0 Equation MathType EFEquation.DSMT49q"@S"DSMT6WinAllBasicCodePagesTimes New RomanSymbolCourier NewMT Extra!/ED/APG_APAPAE%B_AC_AE*_HA@AHA*_D_E_EObjInfo Equation Native  1_1390991431FpUpUOle _A  h(t)=="-16t 2 ++25 FMathType 6.0 Equation MathType EFEquation.DSMT49q"@S"DSMT6WinAllBasicCodePagesTimes New RomanSymbolCourier NewMT Extra!/ED/APCompObjiObjInfoEquation Native 11Table7e$G_APAPAE%B_AC_AE*_HA@AHA*_D_E_E_A  h(t)=="-16t 2 ++13Oh+'0|   , 8 D P\dltNarrative Text:defaultNormalKim Hamilton5Yκ·dSTr 2udӤ*l5L4 -Qǀ;oॳF_dj<$$If!vh#vE#v":V l t0     6,55(#ytAD$$If!vh#vD #v:V l t0    65D 5yt2$$If!vh#vD #v:V l4 t0    6+,5D 5yt2$$If!vh#vD #v:V l4 t0    6+,5D 5yt2$$If!vh#vD #v:V l t0    65D 5yt2SummaryInformation(DocumentSummaryInformation8"(CompObj+rMicrosoft Office Word@L@R@ UB@9U՜.+,D՜.+,H hp  Hewlett-Packard  Narrative Text: Title(RZ _PID_HLINKS MTWinEqnsAtVhttp://www.margaretkilgo.com/   F Microsoft Word 97-2003 Document MSWordDocWord.Document.89q^ 002 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 <`< JNormalCJ_HmH sH tH >@> J Heading 1$@& 56CJ0\@\ Q Heading 2$<@& 56CJOJQJ\]^JaJDA D Default Paragraph FontRi@R 0 Table Normal4 l4a (k ( 0No List 8B@8 J Body Text 5CJ \44 JHeader !@ @@ J0Footer ! mHsHtH6U`!6 J Hyperlink >*B*ph.)1. 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