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DocumentLibraryFormDocumentLibraryFormDocumentLibrar.(   :Quiz0266,15,QuizDSlide 50257,5,Slide 5JPractice0265,12,Practice8Menu0275,3,MenuFCredits0274,21,CreditsFWhat does order of operations mean?0R285,4,What does order of operations mean?8Menu0275,3,Menu8Menu0275,3,Menu8Menu0275,3,MenuDSlide 40257,4,Slide 48Menu0275,3,MenuDSlide 40257,4,Slide 48Menu0275,3,MenuDSlide 40257,4,Slide 48Menu0275,3,MenuDSlide 40257,4,Slide 48Menu0275,3,MenuDSlide 40257,4,Slide 48Menu0275,3,MenuD Slide 40257,4,Slide 48!Menu0275,3,Menuj" Practice Answers0.286,18,Practice Answers8#Menu0275,3,Menuj$ Practice Answers0.288,18,Practice Answers8%Menu0275,3,Menu8(Menu0275,3,MenuZ)Quiz Answers0&290,19,Quiz Answers8*Menu0275,3,MenuZ+Quiz Answers0&291,20,Quiz Answers8,Menu0275,3,MenuJ-Practice0265,12,Practice8.Menu0275,3,MenuJ/Practice0287,13,Practice80Menu0275,3,Menu:1Quiz0266,15,Quiz82Menu0275,3,Menu:3Quiz0289,16,Quiz:KQuiz0266,15,QuizDMSlide 50257,5,Slide 5JOPractice0265,12,Practice8QMenu0275,3,MenuFSCredits0274,21,CreditsUFWhat does order of operations mean?0R285,4,What does order of operations mean?8ZMenu0275,3,MenuTcParentheses0"259,5,ParenthesesTdParentheses0"259,5,ParenthesesLfExponents0280,7,ExponentsLgExponents0280,7,Exponents`iMultiplication0(281,8,Multiplication`jMultiplication0(281,8,MultiplicationHlDivision0282,9,DivisionHmDivision0282,9,DivisionVoSubtraction0$284,11,SubtractionVpSubtraction0$284,11,SubtractionJrAddition0283,10,AdditionJsAddition0283,10,Addition8uMenu0275,3,Menu8{Menu0275,3,MenuD}Slide 40257,4,Slide 48Menu0275,3,MenuDSlide 40257,4,Slide 48Menu0275,3,MenuDSlide 40257,4,Slide 48Menu0275,3,MenuDSlide 40257,4,Slide 48Menu0275,3,MenuDSlide 40257,4,Slide 48Menu0275,3,MenuDSlide 40257,4,Slide 48Menu0275,3,Menuj Practice Answers0.286,18,Practice Answers8Menu0275,3,Menuj Practice Answers0.288,18,Practice Answers8Menu0275,3,Menu@More order of operation probelmszhttp://www.mathgoodies.com/lessons/vol7/order_operations.html@More order of operation probelmszhttp://www.mathgoodies.com/lessons/vol7/order_operations.html8Menu0275,3,MenuZQuiz Answers0&290,19,Quiz Answers8Menu0275,3,MenuZQuiz Answers0&291,20,Quiz Answers8Menu0275,3,MenuJPractice0265,12,Practice8Menu0275,3,MenuJPractice0287,13,Practice8Menu0275,3,Menu:Quiz0266,15,Quiz8Menu0275,3,Menu:Quiz0289,16,QuizD/ 0|DTimes New RomanDArial DCalibri"0DComic Sans MSB@DWingdings@ .  @n?" dd@  @@`` <4 #"      !"     2$NẩE3 b$R"c Ebh$b$ XS"aֹe,r` 'b$8B2Smk522$!:` _w9hR$]N46Uձ{ܙFU`v2$ +pGc@B,iL32$ǪE]^h*2$O(lw/uh1 ? 0 Vfb@6Se ʚ;no8ʚ;<4dddd`-~KX g4mdmd`-^Xlppp@ <4!d!d ~KX <4BdBd ~KX )___PPT12 %0___PPT10 ^___PPT9@?  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(3 x 6) + 2 = 20 18 + 2 = 207 2GGGG G GG7   ̙33> 6 ___PPT10 +nD ' = @B DE ' = @BA?%,( < +O%,( < +D:' = @B%(D' = @B%(Dp' =A@BB/BB0B%(D' =1:Bvisible*o3>+#.<*%(D' =-g6B fade*<3<*D' =+4 8?\CB#ppt_xBCB#ppt_xB*Y3>B ppt_x<*D' =+4 8?bCB#ppt_y-.1BCB#ppt_yB*Y3>B ppt_y<*D:' = @B%(D' = @B%(Dp' =A@BB/BB0B%(D' =1:Bvisible*o3>+#.<*%(D' =-g6B fade*<3<*D' =+4 8?\CB#ppt_xBCB#ppt_xB*Y3>B ppt_x<*D' =+4 8?bCB#ppt_y-.1BCB#ppt_yB*Y3>B ppt_y<*+p+0+ ++0+ +" B:P "(   #   x0e0e?Rectangle 2P   W Exponents  E     s "A?5%8c8c    ??j0286278Picture 3j0286278" 0C< "  l`??AutoShape 4@0  Z   A  `??Rectangle 5 p  9The second step of the order of operations is exponents. 09  :G:    `??Rectangle 6"PK![Content_Types].xml|N0 HC+jS8 @:Q۸ ??\o<7p]V޷O(I'6E=, ){Ō4>I)q7UuDހǏ)}nL"Mᴸ&g0eSA)΄2';2 WYu7{ɯΒzŘqFrj9K*(]mOlPK!Z,[ _rels/.relslj0 ``t_Pƈ[>,dgzjǎ?I'f#®Pb-\/Ƿ0Z]nLnp__3.iJV KQBiDžrL,Vʌ/7р4`ANar+m;E/'3U Aںv83/PK!Ƈdrs/downrev.xmlDN0EH5H HPMCvb{|9VƲIJ[ˤ`$Sm{ )*CR)}QA?qJ xJj}V^$ɕ4pl(̮]w*Wdh7\/E+Mgq|<\3􁜂m)PK-![Content_Types].xmlPK-!Z,[ _rels/.relsPK-!Ƈdrs/downrev.xmlPK03 ,$ .Ex. (3 + 2)2 = 25 52 = 25 / 2 GOGG GOG/    ^??Text Box 8"PK![Content_Types].xml|N0 HC+jS8 @:Q۸ ??\o<7p]V޷O(I'6E=, ){Ō4>I)q7UuDހǏ)}nL"Mᴸ&g0eSA)΄2';2 WYu7{ɯΒzŘqFrj9K*(]mOlPK!Z,[ _rels/.relslj0 ``t_Pƈ[>,dgzjǎ?I'f#®Pb-\/Ƿ0Z]nLnp__3.iJV KQBiDžrL,Vʌ/7р4`ANar+m;E/'3U Aںv83/PK!u{drs/downrev.xmlDAK1!El֥6-"VXdz6LwdIv =7[ G xa W{m\sz"2:wLڟ܆[nDX/uKRw"v2ϲh\ZhUWwx3>׼_dY)u{3,A0 \NI ,`#SP.6PK-![Content_Types].xmlPK-!Z,[ _rels/.relsPK-!u{drs/downrev.xmlPK` pr ,$ A/Ex. 3 + (3 + 2)2 = 28 3 + 25 = 280 2GGGG GGGO0   ̙33> 6 ___PPT10 +nD ' = @B DE ' = @BA?%,( < +O%,( < +D:' = @B%(D' = @B%(Dp' =A@BB/BB0B%(D' =1:Bvisible*o3>+#.<* %(D' =-g6B fade*<3<* D' =+4 8?\CB#ppt_xBCB#ppt_xB*Y3>B ppt_x<* D' =+4 8?bCB#ppt_y-.1BCB#ppt_yB*Y3>B ppt_y<* D:' = @B%(D' = @B%(Dp' =A@BB/BB0B%(D' =1:Bvisible*o3>+#.<* %(D' =-g6B fade*<3<* D' =+4 8?\CB#ppt_xBCB#ppt_xB*Y3>B ppt_x<* D' =+4 8?bCB#ppt_y-.1BCB#ppt_yB*Y3>B ppt_y<* +p+0+  ++0+  +" `$(  $( $  x 0e0e?Rectangle 2P   \Multiplication E   $ s "A?5%8c8c    ??j0286278Picture 3j0286278" 0C< " $ l??AutoShape 4@0  Z   E $ `??Rectangle 5 p  =The third step of the order of operations is multiplication. 0=  >G>  , $ fp??Rectangle 6"PK![Content_Types].xml|N0 HC+jS8 @:Q۸ ??\o<7p]V޷O(I'6E=, ){Ō4>I)q7UuDހǏ)}nL"Mᴸ&g0eSA)΄2';2 WYu7{ɯΒzŘqFrj9K*(]mOlPK!Z,[ _rels/.relslj0 ``t_Pƈ[>,dgzjǎ?I'f#®Pb-\/Ƿ0Z]nLnp__3.iJV KQBiDžrL,Vʌ/7р4`ANar+m;E/'3U Aںv83/PK!7drs/downrev.xmlDMO0DHkTC u+( p_͇v_[Gӊ9XVp1K@V7\)x{LAL a:=Yb{:>&/2g#]v8ٸi$ﳦҷ5yyɰI)q7UuDހǏ)}nL"Mᴸ&g0eSA)΄2';2 WYu7{ɯΒzŘqFrj9K*(]mOlPK!Z,[ _rels/.relslj0 ``t_Pƈ[>,dgzjǎ?I'f#®Pb-\/Ƿ0Z]nLnp__3.iJV KQBiDžrL,Vʌ/7р4`ANar+m;E/'3U Aںv83/PK!j[drs/downrev.xmlDMk1ECxB7fLE(R)6='Ip Io]^\tن)D㝄FʸZ~r,&t H•"g)_܆T qD : 2 GOGGGG GGGGGG>   ̙33> 6 ___PPT10 +nD ' = @B DE ' = @BA?%,( < +O%,( < +D:' = @B%(D' = @B%(Dp' =A@BB/BB0B%(D' =1:Bvisible*o3>+#.<*$%(D' =-g6B fade*<3<*$D' =+4 8?\CB#ppt_xBCB#ppt_xB*Y3>B ppt_x<*$D' =+4 8?bCB#ppt_y-.1BCB#ppt_yB*Y3>B ppt_y<*$D:' = @B%(D' = @B%(Dp' =A@BB/BB0B%(D' =1:Bvisible*o3>+#.<*$%(D' =-g6B fade*<3<*$D' =+4 8?\CB#ppt_xBCB#ppt_xB*Y3>B ppt_x<*$D' =+4 8?bCB#ppt_y-.1BCB#ppt_yB*Y3>B ppt_y<*$+p+0+$ ++0+$ +"  p((  (" (  x00e0e?Rectangle 2P   VDivision  E    ( s "A?5%8c8c    ??j0286278Picture 3j0286278" 0C< " ( lP??AutoShape 4@0  Z   @ ( `@??Rectangle 5 p  8The fourth step of the order of operations is division. 08  9G9  Q ( f??Rectangle 6"PK![Content_Types].xml|N0 HC+jS8 @:Q۸ ??\o<7p]V޷O(I'6E=, ){Ō4>I)q7UuDހǏ)}nL"Mᴸ&g0eSA)΄2';2 WYu7{ɯΒzŘqFrj9K*(]mOlPK!Z,[ _rels/.relslj0 ``t_Pƈ[>,dgzjǎ?I'f#®Pb-\/Ƿ0Z]nLnp__3.iJV KQBiDžrL,Vʌ/7р4`ANar+m;E/'3U Aںv83/PK!Mhdrs/downrev.xmlDJ1LKdlZD)v>u&8I)q7UuDހǏ)}nL"Mᴸ&g0eSA)΄2';2 WYu7{ɯΒzŘqFrj9K*(]mOlPK!Z,[ _rels/.relslj0 ``t_Pƈ[>,dgzjǎ?I'f#®Pb-\/Ƿ0Z]nLnp__3.iJV KQBiDžrL,Vʌ/7р4`ANar+m;E/'3U Aںv83/PK!Gdrs/downrev.xmlDQk0pZQd2`{۵6&)I=;|`:v! Im[g`!9Kn`ͱjtŖ% % P1%Qd0L\O6uG }˥kY6M {zUԜvg# bZu_&VkY 1V/" \վ_HiQ<;^-H^@KPK-![Content_Types].xmlPK-!Z,[ _rels/.relsPK-!Gdrs/downrev.xmlPK0 p  ,$ u9Ex. 8 2 + (3 x 6) = 22 4 + 18 = 22: 2GGGGCGCGG GG G G:   ̙33> 6 ___PPT10 +nD ' = @B DE ' = @BA?%,( < +O%,( < +D:' = @B%(D' = @B%(Dp' =A@BB/BB0B%(D' =1:Bvisible*o3>+#.<*(%(D' =-g6B fade*<3<*(D' =+4 8?\CB#ppt_xBCB#ppt_xB*Y3>B ppt_x<*(D' =+4 8?bCB#ppt_y-.1BCB#ppt_yB*Y3>B ppt_y<*(D:' = @B%(D' = @B%(Dp' =A@BB/BB0B%(D' =1:Bvisible*o3>+#.<*(%(D' =-g6B fade*<3<*(D' =+4 8?\CB#ppt_xBCB#ppt_xB*Y3>B ppt_x<*(D' =+4 8?bCB#ppt_y-.1BCB#ppt_yB*Y3>B ppt_y<*(+p+0+( ++0+( +"S ,(  ," ,  x0e0e?Rectangle 2P   VAddition  E    , s "A?5%8c8c    ??j0286278Picture 3j0286278" 0C< " , l??AutoShape 4@0  Z   ? , `??Rectangle 5 p  7The fifth step of the order of operations is addition. 07  8G8  , , f??Rectangle 6"PK![Content_Types].xml|N0 HC+jS8 @:Q۸ ??\o<7p]V޷O(I'6E=, ){Ō4>I)q7UuDހǏ)}nL"Mᴸ&g0eSA)΄2';2 WYu7{ɯΒzŘqFrj9K*(]mOlPK!Z,[ _rels/.relslj0 ``t_Pƈ[>,dgzjǎ?I'f#®Pb-\/Ƿ0Z]nLnp__3.iJV KQBiDžrL,Vʌ/7р4`ANar+m;E/'3U Aںv83/PK!WHdrs/downrev.xmlDMO1&fLl+A4+ h@GNKۅ_oA33[ 򡵬z .nV{_^݁Ycg(b~~6B#o谍H*hbtl`YGz1E_Kও}7"yl)PK-![Content_Types].xmlPK-!Z,[ _rels/.relsPK-!WHdrs/downrev.xmlPK3 `'S ,$ w Ex. 3 + 6 = 9" G   , ^??Text Box 7"PK![Content_Types].xml|N0 HC+jS8 @:Q۸ ??\o<7p]V޷O(I'6E=, ){Ō4>I)q7UuDހǏ)}nL"Mᴸ&g0eSA)΄2';2 WYu7{ɯΒzŘqFrj9K*(]mOlPK!Z,[ _rels/.relslj0 ``t_Pƈ[>,dgzjǎ?I'f#®Pb-\/Ƿ0Z]nLnp__3.iJV KQBiDžrL,Vʌ/7р4`ANar+m;E/'3U Aںv83/PK! ]drs/downrev.xmlDMk1E 8-SRP6='Ip IԙE˹3 Yal夶c,DgI@OLJ)nX@*ƶ^VMŊmx~"uEmI>~;r!m2>PK-![Content_Types].xmlPK-!Z,[ _rels/.relsPK-! ]drs/downrev.xmlPK0 ` p ,$ ;-Ex. 3 + 4 2 = 4 3 + 2 = 4. 2GGGGGG GGGG.   ̙33> 6 ___PPT10 +nD ' = @B DE ' = @BA?%,( < +O%,( < +D:' = @B%(D' = @B%(Dp' =A@BB/BB0B%(D' =1:Bvisible*o3>+#.<*,%(D' =-g6B fade*<3<*,D' =+4 8?\CB#ppt_xBCB#ppt_xB*Y3>B ppt_x<*,D' =+4 8?bCB#ppt_y-.1BCB#ppt_yB*Y3>B ppt_y<*,D:' = @B%(D' = @B%(Dp' =A@BB/BB0B%(D' =1:Bvisible*o3>+#.<*,%(D' =-g6B fade*<3<*,D' =+4 8?\CB#ppt_xBCB#ppt_xB*Y3>B ppt_x<*,D' =+4 8?bCB#ppt_y-.1BCB#ppt_yB*Y3>B ppt_y<*,+p+0+, ++0+, +" +#0 (  0% 0  x 0e0e?Rectangle 2P   Y Subtraction  E    0 s "A?5%8c8c    ??j0286278Picture 3j0286278" 0C< " 0 l@??AutoShape 4@0  Z   A 0 `??Rectangle 5 p  9The last step of the order of operations is subtraction. 09  :G:  < 0 fP??Rectangle 6"PK![Content_Types].xml|N0 HC+jS8 @:Q۸ ??\o<7p]V޷O(I'6E=, ){Ō4>I)q7UuDހǏ)}nL"Mᴸ&g0eSA)΄2';2 WYu7{ɯΒzŘqFrj9K*(]mOlPK!Z,[ _rels/.relslj0 ``t_Pƈ[>,dgzjǎ?I'f#®Pb-\/Ƿ0Z]nLnp__3.iJV KQBiDžrL,Vʌ/7р4`ANar+m;E/'3U Aںv83/PK!Ndrs/downrev.xmlDN0DHuTJnUQEtQ-|o NX,`9b1DHT;V]I 8bd&K.,C(R@/9uVƱHk\2ZI)q7UuDހǏ)}nL"Mᴸ&g0eSA)΄2';2 WYu7{ɯΒzŘqFrj9K*(]mOlPK!Z,[ _rels/.relslj0 ``t_Pƈ[>,dgzjǎ?I'f#®Pb-\/Ƿ0Z]nLnp__3.iJV KQBiDžrL,Vʌ/7р4`ANar+m;E/'3U Aںv83/PK!drs/downrev.xmlDMk1EnD3ZQB?J9 $Cu .^Lfى| gȖNj[ ܽFBD+v\(lz{3Bi+ 6(@Rw 7S njgِ6=(lYQ=;U~_|?BuX6;+0|<=;]^ H^@KPK-![Content_Types].xmlPK-!Z,[ _rels/.relsPK-!drs/downrev.xmlPK0 ` p ,$ ^Ex. 18  (2 + 2)2 = 2 18 - 16 = 20 2GGGOGGG G GGGGG0   ̙33> 6 ___PPT10 +nD ' = @B DE ' = @BA?%,( < +O%,( < +D:' = @B%(D' = @B%(Dp' =A@BB/BB0B%(D' =1:Bvisible*o3>+#.<*0%(D' =-g6B fade*<3<*0D' =+4 8?\CB#ppt_xBCB#ppt_xB*Y3>B ppt_x<*0D' =+4 8?bCB#ppt_y-.1BCB#ppt_yB*Y3>B ppt_y<*0D:' = @B%(D' = @B%(Dp' =A@BB/BB0B%(D' =1:Bvisible*o3>+#.<*0%(D' =-g6B fade*<3<*0D' =+4 8?\CB#ppt_xBCB#ppt_xB*Y3>B ppt_x<*0D' =+4 8?bCB#ppt_y-.1BCB#ppt_yB*Y3>B ppt_y<*0+p+0+0 ++0+0 +"     4 (  4$ 4  xx0e0e?Rectangle 2P   XPractice  G.    4 s "A?5%8c8c    ??j0286278Picture 3j0286278" 0C< : 4 ^!u??Text Box 5@ @`  (3 + 5)2  2 =H 2GOG  8 4 ^??Text Box 6@ 0 `  28  32 x 2 =H 2GOG  . 4 ^( ??Text Box 7@ `  3 + 8 4 + 12 =H 2GGG   4 ^# ??Text Box 8` 0  (3 + 5)  2 =" 2G   4 vA??j0089048Picture 10j0089048 0 P {   4 ` ??Text Box 11P t qAnswers" 2G  ;  4 ` ??Text Box 12` ACopy the following problems into your notebook and practice them."B 2BGB   ̙33y___PPT10Y+D=' = @B +"    8(  8$ 8  x0e0e?Rectangle 2P   XPractice  G.    8 s "A?5%8c8c    ??j0286278Picture 3j0286278" 0C< z 8 ^  ??Text Box 7@``  642 + (2 x 5) x 3  6 2 = n 2GOGGG   8 ^ ??Text Box 9P t qAnswers" 2G  ; 8 ` ??Text Box 10` ACopy the following problems into your notebook and practice them."B 2BGB  P 8 `@ ??Text Box 11 `0  .(3 x 2)2 5  3 + 4 =J 2GOG   8 vA??j0089048Picture 13j0089048P 0 P K  ̙33y___PPT10Y+D=' = @B +" <(  <" <  x ' 0e0e?Rectangle 2P   VPractice  E    < s "A?5%8c8c    ??j0286278Picture 3j0286278" 0C<  < ^% ??Text Box 4P0  ;Need extra help? Try this: More order of operation problems"<( 2<E*       ; ̙33y___PPT10Y+D=' = @B +"  @(  @  @  x0 0e0e?Rectangle 2P   TQuiz G.   @ s "A?5%8c8c    ??j0286278Picture 3j0286278" 0C<  @ ^! ??Text Box 5@`  "12 x 2  4 x 6 = " 2G  M @ `P" ??Rectangle 6 SCopy the following problems on a piece of paper and hand them in when you are done."T 2TGT  ~ @ ^# ??Text Box 7   2(12 + 2)  12 22 x 1 = v 2GGOGO   @ tA ??PE06640_Picture 8PE06640_ @ _  @ ^% ??Text Box 9 0t pAnswer" 2G   ̙33y___PPT10Y+D=' = @B +"  3 + D (  D  D  x 0e0e?Rectangle 2P   TQuiz G.   D s "A?5%8c8c    ??j0286278Picture 3j0286278" 0C< | D ^p& ??Text Box 4@`  8(3 x 2)2 x 4 2 + 32  4 = n 2GO GOG  M D `x??Rectangle 5 SCopy the following problems on a piece of paper and hand them in when you are done."T 2TGT  d D ^x??Text Box 6   2(12 + 2)  12 22 x 1 = \ 2GOGO   D tA ??PE06640_Picture 7PE06640_ p _  D ^x??Text Box 8@ 0t pAnswer" 2G   ̙33y___PPT10Y+D=' = @B +"K  J B H* (  H, H  xpx0e0e?Rectangle 2P   `Practice Answers G.   H s "A?5%8c8c    ??j0286278Picture 3j0286278" 0C<  H ^x??Text Box 4 `   0f(3 + 5)2  2 = 62 82  2 = 62 64  2 = 624( 2GOG GOG4   H ^0x??Text Box 5 p0  \28  32 x 2 = 10 28  9 x 2 = 10 28  18 = 10\/( 2GOG!G/  L H ^0x??Text Box 6  .3 + 8 4 + 12 = 17 3 + 2 + 12 = 17 5 +12 = 17H/( 2GGG/  > H ^x??Text Box 7p 2(3 + 5)  2 = 6 8  2 = 66( 2G G  $" H lx??AutoShape 80  ` (    ̙33y___PPT10Y+D=' = @B +"g  f^LF(  L, L  xx0e0e?Rectangle 2    `Practice Answers G.   L s "A?5%8c8c    ??j0286278Picture 3j0286278" 0C<  L ^x??Text Box 4   l42 + (2 x 5) x 3  6 2 = 43 16 + 10 x 3  3 = 43 16 + 30  3 = 43 46  3 = 43Q( 2GOGGG4GQ   L ^x??Text Box 8 `t  (3 + 2)2 5  3 + 4 = 6 52 5  3 + 4 = 6 25 5  3 + 4 = 6 5 - 3 + 4 = 6 2 + 4 = 6X( 2GOGGO;GX   @`" L l x??AutoShape 9P@0  Z    ̙33y___PPT10Y+D=' = @B +" Pj(  P( P  x@x0e0e?Rectangle 2P   \ Quiz Answers  G.    P s "A?5%8c8c    ??j0286278Picture 3j0286278" 0C< \ P ^x??Text Box 4 Y @12 x 2  4 x 6 = 0 24  24 = 0 F! 2GGG!   P ^ x??Text Box 6@   Fn(12 + 2)  12 22 x 1 = 21 24  3 x 1 = 21 21 x 1 = 218 2GOGGGGG8  " P lx??AutoShape 7@`  Z    ̙33y___PPT10Y+D=' = @B +"+  *" T (  T( T  xPx0e0e?Rectangle 2P   \ Quiz Answers  G.    T s "A?5%8c8c    ??j0286278Picture 3j0286278" 0C<  T ^x??Text Box 4@  V|(3 x 2)2 x 4 2 + 32  4 = 77 36 x 2 + 9  4 = 77 72 + 5 = 77? 2GO GOG"GG?   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275,3,Menu 275,3,Menu257,4,Slide 4 275,3,Menu257,4,Slide 4 275,3,Menu ՜.+,D՜.+,x4    On-screen Show (4:3)CCSU6 Times New RomanArialCalibriComic Sans MS WingdingsDefault DesignOrder of OperationsPowerPoint PresentationMenu$What does order of operations mean?PowerPoint Presentation Parentheses ExponentsMultiplication Division Addition Subtraction Practice Practice PracticeQuizQuizPractice AnswersPractice Answers Quiz Answers Quiz Answers  Fonts UsedTheme Slide TitlesT 8@ _PID_HLINKSA  266,15,Quiz257,5,Slide 5265,12,Practice 275,3,Menu274,21,Credits*285,4,What does order of operations mean? 275,3,Menu 275,3,Menu 275,3,Menu257,4,Slide 4 275,3,Menu257,4,Slide 4 275,3,Menu257,4,Slide 4 275,3,Menu257,4,Slide 4 275,3,Menu257,4,Slide 4 275,3,Menu257,4,Slide 4 275,3,Menu286,18,Practice Answers 275,3,Menu288,18,Practice Answers 275,3,Menu 275,3,Menu290,19,Quiz Answers 275,3,Menu291,20,Quiz Answers 275,3,Menu265,12,Practice 275,3,Menu287,13,Practice 275,3,Menu 266,15,Quiz 275,3,Menu 289,16,Quiz 266,15,Quiz257,4,Slide 4 275,3,Menu257,4,Slide 4 275,3,Menu257,4,Slide 4 275,3,Menu257,4,Slide 4 275,3,Menu286,18,Practice Answers 275,3,Menu288,18,Practice Answers 275,3,Menu>http://www.mathgoodies.com/lessons/vol7/order_operations.html>http://www.mathgoodies.com/lessons/vol7/order_operations.html 275,3,Menu290,19,Quiz Answers 275,3,Menu291,20,Quiz Answers 275,3,Menu265,12,Practice 275,3,Menu287,13,Practice 275,3,Menu 266,15,Quiz 275,3,Menu 289,16,Quiz"3tor