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(1) CENTIMETERS TO INCHES (2) METERS TO! } FEET  (3) KILOMETERS TO MILES  (4) KILOGRAMS TO POUNDS  (5) GRAMS TO OUNCES  (6) LITERS TO QUARTS !!}/) !(7) CELSIUS TO DEGREES FAHRENHEIT,(/(/+ "ENTER NUMBER OF CONVERSION DESIRED/„??„A!A"A#A!"}$A%A&A'$ % $LQ0@@@70@@@ Q0@@@ V9/ !#}&HIT 'RETURN' FOR A LIST OF CONVERSIONS3Š9(}`Š4NA@j/) !SELECT CONVERSION FROM THIS LIST:,(/(k!! !$}(1) INCHES TO CENTIMETERSl (2) FEET TO METERSm (3) MILES TO KILOMETERSn (4) POUNDS TO KILOGRAMSo (5) !%}OUNCES TO GRAMSp (6) QUARTS TO LITERSq/) !(7) FAHRENHEIT TO DEGREES CELSIUS,(/(t5+ "ENTER NUMBER OF CONVERSION !&}DESIRED/‹2(5(~??‹A1A2A3A4A5A6A7ˆ % $4›>$ HOW MANY CENTIMETERS!'}!Œ$(H-- Œ CENTIMETERS = Œ$?9 INCHESR   $˜›¢ HOW MANY METERS„(¬&& „ METERS = „$@(!(} FEET¶   $ü› # HOW MANY KILOMETERS #( ++  KILOMETERS = $?b MILES   $` ›j # !)}HOW MANY KILOMETERS #(t ++  KILOGRAMS = $@  POUNDS~   $Ä ›Î  HOW MANY GRAMS(Ø '' !*} GRAMS = $?P OUNCESâ   $( ›2  HOW MANY LITERS€(< (( € LITERS = €$@g QUARTSF   !+}$Œ ›– (! HOW MANY DEGREES CELSIUS%((  MM  DEGREES CELSIUS = @ $'@%@2 DEGREES FAHRENHEIT!,}ª   $ ›&  HOW MANY INCHES‚(0 -- ‚ INCHES = ‚$@T CENTIMETERS:   $€ ›Š   HOW MANY FEE!-}Tƒ(” && ƒ FEET = ƒ$?0H METERSž   $ä ›î  HOW MANY MILES„(ø ++ „ MILES = „$@` !.}KILOMETERS   $H ›R  HOW MANY POUNDS…(\ ++ … POUNDS = …$?E KILOGRAMSf   $¬ ›¶  HOW!/} MANY OUNCES†(À '' † OUNCES = †$@(5 GRAMSÊ   $› HOW MANY QUARTS‡($(( ‡ QUARTS = !0}‡$?”` LITERS.   $t›~+$ HOW MANY DEGREES FAHRENHEIT(+(ˆOO  DEGREES FAHRENHEIT = @'@ !1}$+&@2, DEGREES CELSIUS’   $'&€ D:METRICSNHEIT(+(ˆOO  DEGREES FAHRENHEIT = @'@ A  M'7ÉTAB¨ÓÅÙA¤ÒÁ@€ PROGRAM TO CALCULATE THE›!!%3}POWERS OF 2 BETWEEN LIMITS.›WRITTEN BY: JOHN CRANE›( * MARCH 22, 1980›2 * FOR: ATARI USERS GROUP›<%4}›F›K…;@,P AU6†-@… AZ ENTER STARTING NUMBER d‚i6†-A A%5}n ENTER ENDING NUMBER xƒ}4ƒ&‚!@*  ÒÁÎÇÅ ÔÏÏ ÌÁÒÇÅ ¡¡ 4 @‚ AŒ  # %6} 2^#–   €-‚ƒª--  €P:+@#€,%?P,´ €¾ ÃAR@È""  'START' KE%7}Y = RUN AGAINÒ%%  'SELECT' KEY = END PROGRAM ×((  'OPTION' KEY = RETURN TO MENUÜ6‡-F:B2y,æ‡"@%8}A`ð‡"@%ú‡"@%D1:MENUÿ‡"@A AR,›6!!'TRAP' SBR F%9}OR INPUT ERRORS›@›EAR@J   ªª ÉÌÌÅÇÁÌ ÉÎÐÕÔ ªª  T€-@A €^  %:} h mARr †R=RETURN LINE NO.›ô›õSBR TO CLEAR SCREEN AND›öSET GRAPHICS COLOR%;}S, ETC›÷AND WRITE HEADER.›ø›þ +CLEAR CRT.› @,0@@ @,F'GND COLOR.›,0%<}@@ @,B'GND COLOR.›&!!   ÐÏ×ÅÒÓ ÏÆ Ô×Ï 0 :$€D:POWER2,F'GND COLOR.›,0$c./çOeC¤B¤NO×TIMEGONÅ×WGÒÒÄÖTÉRANËÚÁA±ÂB±OÐÔRÅÃC±ÓDÅ A…A€A1AQ)>}@ @ @ A! @ @@@@@@@“@X)?}FLASHCOUNT›by James Adamson› ANTIC MAGAZINE MARCH 1984›Requires 16K RAM› €;@ ,;@, A@)@}II6‚-P:++F:@,$BU6,%+F:@,$AV,%F:@ ,,'@`,(6ƒ-A€&‚$2H@'@)A}9@ E6ƒ-A€H$<B%2A!@@B(WRONG ANSWER! 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VERY GOODh&Š @ &6€.GERMAN MATH WHIZr1 +@B7tA1@@d|X-@@)J}2(@YOUR RANK IS...@6‹-‹%@L‹!ACX6‹-@)†2‹@@€-@@"(@)K}€4-@@Q(@ TOTAL RIGHT= †c-@@€(@ TOTAL WRONG= „š##AP:AV$H)L}:@,,¤:(PRESS START TO BEGIN!:F:B2y,"@A@® A€¸Â @PÌ#6Œ-P:@$H:@)M},,#6-ŒÖ#6Ž-P:@$H:@,,#6-Žà6‰-‰%@ê @Aô"@A€þŽ")N}6Ž-@Œ"6Œ-@ Œ Ž6‘-Ž6Ž-Œ6Œ-‘P:Œ'Ž,"Œ'ŽA&6’-Œ&P:Œ'Ž,$Ž0 6Œ-Œ&’: A)O}DŒ!ŽAN 6‘-ŽX 6Ž-Œ6Œ-‘b 6ˆ-Œ AplC +@A@1@@dCB7t)P}@dv4-@4(@german flashcards€"-@@"(@Š--@@-(@)Q} ----------”,-@@ ,(@wrong= „ž,-@ ,(@right= †¨/-@@/()R}@ TIMELEFT= ƒ² 6ˆ-Ž Ap¼''AA`A@A€Æ'-@@'(@+ Ð )S}6“-Œ%ŽÚ Aä'-@@'(@- î 6“-Œ&Ž Aø'-@@'(@*  6“)T}-Œ$Ž A '-@@'(@/  6“-Œ'Ž m AAdAU1A@dCA”)U}c( INPUT YOUR ANSWER NOW ???g”m(}*1 ”“ @` @0' A 1 A4 @0 A > )V} A`Hi+@%@'A@9AA!E6•-@PW@@diB7t@dR'6‰-)W}6†-'6„-\4-@4(@german FLASHCARDSfi%2Ab@@G2@)X}A@@i2@A(@@p‹-@• ‹z3-@@3(@by JAMES A)Y}DAMSON„4-@@4(@(c) 1983 by ANTICŽi%2A‚@@G2@A‚@@)Z}i2@AD@@˜‹-@• ‹¢.-@@ .(@ ---press---¬,-@@)[},(@ (a) for +¶,-@@,(@ (s) for -Ài%2AC@@G2@@–)\}@@i2@Ab@@Ê‹-@• ‹Ô6•-P:A!$H:@,,Þ7‘-@32‘)]}7 ‘è,-@@,(@ (m) for *ò,-@@,(@ (d) for /ü6–-F)^}:Ad,%–"@c6-@% AP%–"@76-@% AP%–"@b6-@% AP$%)_}–"@X6-@% AP.##AP:AU$H:@,,8 A`Ð6”"A!-@@6(@)`}(Œ)Ú6”"A!-@@6(@(Ž)ä$€D:GERFLASH.BAS!-@@6(@(\./çQgC¤B¤NO×TIMEGONÅ×WGÒÒÄÖTÉRANËÚÁA±ÂB±OÐÔRÅÃC±ÓDÅ€€-b} -c}FLASHCOUNT›by James Adamson› ANTIC MAGAZINE MARCH 1984›Requires 16K RAM› €;@ ,;@, A@-d}II6‚-P:++F:@,$BU6,%+F:@,$AV,%F:@ ,,'@`,(6ƒ-A€&‚$2H@'@-e}9@ E6ƒ-A€H$<B%2A!@@B(WRONG ANSWER! TRY AGAIN!F6„-„%@-f}P,-@@ ,(@wrong= „Z/-@@/(@ TIMELEFT= ƒdC%2-g}9…-@A0= …@(C(n$xG%2@–@@G2@@@@‚'6†-†%@-q}ÃB%DOS SYSB*)DUP SYSBSAUTORUN SYSBFUMENU BASB"›MATHPKG B½POLARGRAUTLB>ÍMULTIPLY B ALGEGRAP BMETRICS B 2POWER2 B$=GERFLASH B$aSPANFLSH B$ŽFRAFLASH BM²DOMINOS BUÿDOMINOS2 B4TMATH2 BCˆTRIG BASƒ ' AŒ-( CORRECT INPUT)‡-@AP- ‡–G%2G2@-r} $ª,A@!ˆ",6.SERO´ˆ"@6.UNO¾ˆ"@6.DOSȈ"@-s}6.TRESÒˆ"@6.CUATRO܈"@6.CINCOæˆ"@6.SEISðˆ"@6.SIETEú-t}ˆ"@6.OCHOˆ"@ 6.NUEVEˆ"@6.DIEZˆ"@6.ONCE"ˆ"@6.-u}DOCE,$66€.NOVICE@!!†")‰ @ ApJ6Š-P:A$„'‰,TŠ @&6€.AVERAGE^Š @-v}6€.MUY BIENh'Š @ '6€.ESPANOL MATH WHIZr1 +@B7tA1@@d|X-@@-w}2(@YOUR RANK IS...@6‹-‹%@L‹!ACX6‹-@)†2‹@@€-@@"(@-x}€4-@@Q(@ TOTAL RIGHT= †c-@@€(@ TOTAL WRONG= „š##AP:AV$H-y}:@,,¤:(PRESS START TO BEGIN!:F:B2y,"@A@® A€¸Â @PÌ#6Œ-P:@$H:@-z},,#6-ŒÖ#6Ž-P:@$H:@,,#6-Žà6‰-‰%@ê @Aô"@A€þŽ"-{}6Ž-@Œ"6Œ-@ Œ Ž6‘-Ž6Ž-Œ6Œ-‘P:Œ'Ž,"Œ'ŽA&6’-Œ&P:Œ'Ž,$Ž0 6Œ-Œ&’: A-|}DŒ!ŽAN 6‘-ŽX 6Ž-Œ6Œ-‘b 6ˆ-Œ AplC +@A@1@@dCB7t-}}@dv5-@5(@espanol flashcards€"-@@"(@Š--@@-(@-~} ----------”,-@@ ,(@wrong= „ž,-@ ,(@right= †¨/-@@/-}(@ TIMELEFT= ƒ² 6ˆ-Ž Ap¼''AA`A@A€Æ'-@@'(@+ Ð -€} 6“-Œ%ŽÚ Aä'-@@'(@- î 6“-Œ&Ž Aø'-@@'(@*  6-}“-Œ$Ž A '-@@'(@/  6“-Œ'Ž m AAdAU1A@dCA”-‚}c( INPUT YOUR ANSWER NOW ???g”m(}*1 ”“ @` @0' A 1 A4 @0 A > -ƒ} A`Hi+@%@'A@9AA!E6•-@PW@@diB7t@dR'6‰--„}6†-'6„-\5-@5(@espanol FLASHCARDSfi%2Ab@@G2@-…}A@@i2@A(@@p‹-@• ‹z3-@@3(@by JAMES-†} ADAMSON„4-@@4(@(c) 1983 by ANTICŽi%2A‚@@G2@A‚@-‡}@i2@AD@@˜‹-@• ‹¢.-@@ .(@ ---press---¬,-@@-ˆ},(@ (a) for +¶,-@@,(@ (s) for -Ài%2AC@@G2@@–-‰}@@i2@Ab@@Ê‹-@• ‹Ô6•-P:A!$H:@,,Þ7‘-@3-Š}2‘7 ‘è,-@@,(@ (m) for *ò,-@@,(@ (d) for /ü6–-‹}-F:Ad,%–"@c6-@% AP%–"@76-@% AP%–"@b6-@% AP$-Œ}%–"@X6-@% AP.##AP:AU$H:@,,8 A`Ð6”"A!-@@6(@-}(Œ)Ú6”"A!-@@6(@(Ž)ä$€D:SPANFLSH.BAS!-@@6(@,^./çLbC¤B¤NO×TIMEGONÅ×WGÒÒÄÖTÉRANËÚÁA±ÂB±OÐÔRÅÃC±ÓDÅ A…A€A1AQ1}@ @ @ A! @ @@@@@@@“@X1}FLASHCOUNT›by James Adamson› ANTIC MAGAZINE MARCH 1984›Requires 16K RAM› €;@ ,;@, A@1‘}II6‚-P:++F:@,$BU6,%+F:@,$AV,%F:@ ,,'@`,(6ƒ-A€&‚$2H@'@1’}9@ E6ƒ-A€H$<B%2A!@@B(WRONG ANSWER! 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VERY GOODh&Š @ &6€.FRENCH MATH WHIZr1 +@B7tA1@@d|X-@@2(1›}@YOUR RANK IS...@6‹-‹%@L‹!ACX6‹-@)†2‹@@€-@@"(@1œ}€4-@@Q(@ TOTAL RIGHT= †c-@@€(@ TOTAL WRONG= „š##AP:AV$H:@1},,¤:(PRESS START TO BEGIN!:F:B2y,"@A@® A€¸Â @PÌ#6Œ-P:@$H:@,1ž},#6-ŒÖ#6Ž-P:@$H:@,,#6-Žà6‰-‰%@ê @Aô"@A€þŽ"6Ž-1Ÿ}@Œ"6Œ-@ Œ Ž6‘-Ž6Ž-Œ6Œ-‘P:Œ'Ž,"Œ'ŽA&6’-Œ&P:Œ'Ž,$Ž0 6Œ-Œ&’: A1 }DŒ!ŽAN 6‘-ŽX 6Ž-Œ6Œ-‘b 6ˆ-Œ AplC +@A@1@@dCB7t@d1¡}v4-@4(@french flashcards€"-@@"(@Š--@@-(@ 1¢}----------”,-@@ ,(@wrong= „ž,-@ ,(@right= †¨/-@@/(@1£} TIMELEFT= ƒ² 6ˆ-Ž Ap¼''AA`A@A€Æ'-@@'(@+ Ð 6“-1¤}Œ%ŽÚ Aä'-@@'(@- î 6“-Œ&Ž Aø'-@@'(@*  6“-Œ$1¥}Ž A '-@@'(@/  6“-Œ'Ž m AAdAU1A@dCA”1¦}c( INPUT YOUR ANSWER NOW ???g”m(}*1 ”“ @` @0' A 1 A4 @0 A > A1§}`Hi+@%@'A@9AA!E6•-@PW@@diB7t@dR'6‰-1¨}6†-'6„-\4-@4(@french FLASHCARDSfi%2Ab@@G2@1©}A@@i2@A(@@p‹-@• ‹z3-@@3(@by JAMES ADAM1ª}SON„4-@@4(@(c) 1983 by ANTICŽi%2A‚@@G2@A‚@@1«}i2@AD@@˜‹-@• ‹¢.-@@ .(@ ---press---¬,-@@,1¬}(@ (a) for +¶,-@@,(@ (s) for -Ài%2AC@@G2@@–@1­}@i2@Ab@@Ê‹-@• ‹Ô6•-P:A!$H:@,,Þ7‘-@32‘1®}7 ‘è,-@@,(@ (m) for *ò,-@@,(@ (d) for /ü6–-F:A1¯}d,%–"@c6-@% AP%–"@76-@% AP%–"@b6-@% AP$%–"1°}@X6-@% AP.##AP:AU$H:@,,8 A`Ð6”"A!-@@6(@(1±}Œ)Ú6”"A!-@@6(@(Ž)ä$€D:FRAFLASH.BAS!-@@6(@(0Y 9:Ê0&A&ØÙÁÂÉÓÑÐT±ÔÃÎRÅT²ÕÒWAIÔDÌ 5³} **********************›* DOMINO ARITHMETIC *›* 5´} by *›* JOHN R. KELLEY *›* 608 S.E. 28th AVE *›* PORTLAND, OR 97214 *›******************5µ}****› 1 +AR@1A€@'AA'AA%%6‘-F:A`,%AV$F:Aa5¶},+‘%@@+‘%@@6-@@6(domino áòéôèíåôéã#b-@@b(5·}H This is a different way to interest students in numbers. This program %SS(Kdisplays dominoes and asks the user to so5¸}lve arithmetic problems based on(PP(Hthe spots on each domino. In the sub- traction part the use of (-) minus*qq(inumbe5¹}rs may require some explanation for the uninitiated. This drill is good for the younger learner.-9-@@9(5º}DEVISED BY JOHN R. KELLEY, 3/847--@ @-(Hit ÓÔÁÒÔ to begin.< F:B2y,"@@pA @`F5»} +AR@H6Š-6„-J'A @'A@K7-@@7( ****5¼} DOMINO ARITHMETIC **** LF(/($ Choose the type of problem you wantF(Type in the numberN(( (1) Addition P(5½}((2) MultiplicationR(((3) Subtraction U ( ‹Z-()(How many problems do you want-‡_‹AA5¾}Ad$†-@‡$( } Problem #†f1-@@1(Shuffle the dominoes...i A#n6€-@5¿}6-@x‰%6‚-P:@$H:,%@,‰‚AAAAAAAAA5À}A A!A"}6€-@6-@‚‰%6ƒ-P:@$H:,%@,‰ƒAAAAA5Á}AAAAA A!A"‡-@@ (‰5-@&@ (= ' A75Â}+ˆ5 BŒ 6‰-‚%ƒ‘2-@@2( –-@'@ ( › ˆ"‰-@5Ã}@'(Right !1 A$E„-@A3I „[-@@g( u6Š-Š%@ A€ G-@5Ä}@/(Incorrect! Try again9 A`=G B¢6Ž-Ž%@¥_ "‰-@@=(OK! But it doesn't c5Å}ount now!Q„-@A3U „_ A€§7-@@7( ª6-@@6(N5Æ}o, the correct answer is ‰¬„-@A3 „¯6-@@6( ´›· (}¹5Ç} †¾ A€È$†-@‡$( } Problem #†Ê1-@@1(Shuffle the dominoes...Í A#Ò6€-5È}@6-@܉%6‚-P:@$H:,%@,‰‚AAAAAAAA5É}AA A!A"á6€-@6-@æ‰%6ƒ-P:@$H:,%@,‰ƒAAAA5Ê}AAAAAA A!A"ë-@@ (Xí5-@&@ (= 5Ë}' A7+ˆ5 Bð 6‰-‚$ƒõ2-@@2( ú-@'@ ( ÿ ˆ"‰5Ì}-@@'(Right !1 A$E„-@A3I „[-@@g( u6Š-Š%@ A€G-5Í}@@/(Incorrect! Try again9 A`=G B6Ž-Ž%@ _ "‰-@@=(OK! But it d5Î}oesn't count now!Q„-@A3U „_ A€ 3-@@3( 6-@@65Ï}(No, the correct answer is ‰„-@A3 „6-@@6( › (5Ð}} †" A€,$†-@‡$( } Problem #†.2-@@2(Shuffle the dominoes....1 A#65Ñ}6€-@6-@@‰%6‚-P:@$H:,%@,‰‚AAAAAAAA5Ò}AA A!A"E6€-@6-@J‰%6ƒ-P:@$H:,%@,‰ƒAAA5Ó}AAAAAAA A!A"O-@@ (Q5-@&@ (5Ô}= ' A7+ˆ5 BT 6‰-‚&ƒY2-@@2( ^-@'@ ( c 5Õ}ˆ"‰-@@'(Right !1 A$E„-@A3I „[-@@g( u6Š-Š%@ A€h5Ö}G-@@/(Incorrect! Try again9 A`=G Bj6Ž-Ž%@m_ "‰-@@=(OK! But 5×}it doesn'T count now!Q„-@A3U „_ A€o8-@@8( r6-@5Ø}@6(No, the correct answer is ‰t„-@A3 „w4-@@4( |5Ù}› (} †p6-P:Š'‡$A,u +@z(@„(@ final tally …(@† (@5Ú} CORRECT.....Š‡(@‰ (@ éîãïòòåãô...Ž‹(@Ž%%(@ score.......%.-@5Û}AU “ +AR@˜:-@@:( Would you like another exercise?((If so, hit5Ü} ÓÔÁÒÔ.ž6Š-6Ž-Ÿ((If not, hit ÏÐÔÉÏÎ. B2y@¢ F:B2y,"@@p§sF:5Ý}B2y,"@*-@@I(Thank you! 'Til next time.]„-@A3a „s% D:DOMINOS2.II¬ A 0¶5Þ}çL -€(     M-€%@(     N-€%@(  ”  O-€%@(     P-€%@5ß}(     Q-€%@(’’’’’R-€%@(     S-€%@(     T-€%@(     U-€5à}%@ (     V-€%@(     W$°-€%(     ±-€%@(     ²-€%@5á}(  ”  ³-€%@(     ´-€%@(     µ-€%@(’’’’’¶-€%@(     ·-€5â}%@(     ¸-€%@(  ”  ¹-€%@ (     º-€%@(     »$-€%(5ã}”    -€%@(     -€%@(     -€%@(     -€%@(    ”-€%5ä}@(’’’’’-€%@(     -€%@(     -€%@(  ”  -€%@ (     5å}-€%@(     ($x -€(    ”y-€%@(     z-€%@(     {-€%@5æ}(     |-€%@(”    }-€%@(’’’’’~-€%@(    ”-€%@(     €-€5ç}%@(     -€%@ (     ‚-€%@(”    ƒ$Ü -€(”    Ý-€%@(     5è}Þ-€%@(  ”  ß-€%@(     à-€%@(    ”á-€%@(’’’’’â-€%@5é}(”    ã-€%@(     ä-€%@(     å-€%@ (     æ-€%@(    ”ç$@5ê} -€(    ”A-€%@(     B-€%@(  ”  C-€%@(     D-€%@(”    5ë}E-€%@(’’’’’F-€%@(    ”G-€%@(     H-€%@(  ”  I-€%@ 5ì}(     J-€%@(”    K$¤ -€(”   ”¥-€%@(     ¦-€%@(     §-€5í}%@(     ¨-€%@(”   ”©-€%@(’’’’’ª-€%@(    ”«-€%@(    5î} ¬-€%@(  ”  ­-€%@ (     ®-€%@(”    ¯$ -€(”   ” -€%@5ï}(      -€%@(  ”   -€%@(      -€%@(”   ” -€%@(’’’’’-€5ð}%@(    ”-€%@(     -€%@(  ”  -€%@ (     -€%@(”  5ñ}  $l -€(”   ”m-€%@(     n-€%@(     o-€%@(     p-€%@5ò}(”   ”q-€%@(’’’’’r-€%@(”   ”s-€%@(     t-€%@(  ”  u-€5ó}%@ (     v-€%@(”   ”w$Ð›Ñ -€(”   ”Ò-€%@(     Ó-€%@(5ô}  ”  Ô-€%@(     Õ-€%@(”   ”Ö-€%@(’’’’’×-€%@(”   ”Ø-€%5õ}@(     Ù-€%@(  ”  Ú-€%@ (     Û-€%@(”   ”Ü$4 -€(”   ”55ö}-€%@(     6-€%@(  ”  7-€%@(     8-€%@(”   ”9-€%@5÷}(’’’’’:-€%@(”   ”;-€%@(     <-€%@(”   ”=-€%@ (     >-€5ø}%@(”   ”?$˜ -€(”   ”™-€%@(     š-€%@(”   ”›-€%@(     5ù}œ-€%@(”   ”-€%@(’’’’’ž-€%@(”   ”Ÿ-€%@(      -€%@5ú}(”   ”¡-€%@ (     ¢-€%@(”   ”£$ü„-@@  …-@P@ 5û} #2…@@# … )%2) „$ $` w%2A!@@9„-@5ü}@= „_2@@–@@s„-@@w „j w%2@@@@9„-@5ý}@= „_2@@`@@s„-@@w „t :Œ-@32Œ7 Œ:5þ}$€ D:DOMINOST «RLôS©( T©) ;T©* T «R©+ T  43p‘’B*4*ØÙÁÂÉÓÑÐT±ÔÃÎRÅT²ÕÒWAIÔDÌEÉFÏSÉTÅ@@@@@!@`@@@ @:} @ @ @ B™h@$$*********************:}*********›$$** FILE COPY ** FILE TAPE ***›$$** DOMINO ARITHMETIC **›$$** Revision #1, 10/8/84 **›$$**:} From John R. Kelley **›$$** 608 S. E. 28th Avenue **›$$** Portland, Oregon 97214 **›$$*******************:}***********›  +AR@'AA'AA%%6‘-F:A`,%AV$F:Aa,+‘:}%@@+‘%@@6-@@6(domino áòéôèíåôéã#b-@@b(H This is :}a different way to interest students in numbers. This program %SS(Kdisplays dominoes and asks the user to solve arithme:}tic problems based on(PP(Hthe spots on each domino. In the sub- traction part the use of (-) minus*qq(inumbers may requ:}ire some explanation for the uninitiated. This drill is good for the younger learner.+>(>(3Rev 1.1: New graphics, al:}t dominos foreven numbers.-q‘%@#@+‘%@$@=-@@L( DEVISED BY^-@#@q(: }JOHN R. KELLEY7--@ @ -(Hit ÓÔÁÒÔ to begin.< F:B2y,"@@pA @`F +AR: }@H6Š-6„-J9A @'A@b9A@bK7-@@7( ****: } DOMINO ARITHMETIC **** LF(/($ Choose the type of problem you wantF(Type in the numberM @…N(( (1) Add: }ition P(((2) MultiplicationR(((3) Subtraction U @…(‹Z-()(How many problems do you want-: }‡\ B_‹AAAd$†-@‡$( } Problem #†f1-@@1(Shuffle the domin:}oes...i A#n6€-@6-@x‰%6‚-P:@$H:,%@,‰‚AAAAA:}AAAAA A!A"}6€-@6-@‚‰%6ƒ-P:@$H:,%@,‰:}ƒAAAAAAAAAA A!A"‡-@@(:}‰+ A7-@&@'(’ +ˆŠ BŒ 6‰-‚%ƒ‘2-@@2( –-@':}@ ( › ˆ"‰-@@'(Right !1 A$E„-@A3I „[-@@g( :}u6Š-Š%@ A€ = A`-@@9(Incorrect! Try again=¢6Ž-Ž%@£ B¥_ "‰:}-@@=(OK! But it doesn't count now!Q„-@A3U „_ A€§7-@@7( :} ª6-@@6(No, the correct answer is ‰¬„-@A3 „¯6-@@6( :} ´›· (}¹ †¾ A€È$†-@‡$( } Problem #†Ê1-@@1(Shu:}ffle the dominoes...Í A#Ò6€-@6-@܉%6‚-P:@$H:,%@,‰‚AAA:}AAAAAAA A!A"á6€-@6-@æ‰%6ƒ-P:@$H::},%@,‰ƒAAAAAAAAAA A!A"ë-@:}@ (Xí+ A7-@&@ '(= +ˆî Bð 6‰-‚$ƒõ2-@@2( :} ú-@'@ ( ÿ ˆ"‰-@@'(Right !1 A$E„-@A3I „[-@@:}g( u6Š-Š%@ A€3-@@/(Incorrect! Try again36Ž-Ž%@ _ "‰-@:}@=(OK! But it doesn't count now!Q„-@A3U „_ A€ 3-@@3( :} 6-@@6(No, the correct answer is ‰„-@A3 „6-@@6( :} › (} †" A€,$†-@‡$( } Problem #†.2-@@2(Shuffle the domi: }noes....1 A#66€-@6-@@‰%6‚-P:@$H:,%@,‰‚AAAAA:!}AAAAA A!A"E6€-@6-@J‰%6ƒ-P:@$H:,%@,:"}‰ƒAAAAAAAAAA A!A"O-@@ (:#}Q+ A7-@&@ '(= +ˆR BT 6‰-‚&ƒY2-@@2( ^-:$}@'@ ( c ˆ"‰-@@'(Right !1 A$E„-@A3I „[-@@g( :%} u6Š-Š%@ A€h3-@@/(Incorrect! Try again3j6Ž-Ž%@m_ "‰-@@=(:&}OK! But it doesn'T count now!Q„-@A3U „_ A€o8-@@8( r6-:'}@@6(No, the correct answer is ‰t„-@A3 „w4-@@4( :(} |› (} †p6-P:Š'‡$A,u +@z(@„(@ final tally …(@† (:)}@ CORRECT.....Š‡(@‰ (@ éîãïòòåãô...Ž‹(@Ž%%(@ score.......%.:*}-@AU “ +AR@˜:-@@:( Would you like another exercise?((If:+} so, hit ÓÔÁÒÔ.Ÿ((If not, hit ÏÐÔÉÏÎ.¢ F:B2y,"@@p§sF:B2y,"@*-@@H(T:,}hank you! 'Til next time\„-@A3` „s%D:DOMINOS3.III¬ A 0¶çL-€%(N-:-}€%@(| |O-€%@(|  |P-€%@(| |Q-€%@(R-€%@(|:.} |S-€%@(| |T-€%@(| |U-€%@(V$°-€%(±-€:/}%@(| |²-€%@(|  |³-€%@(| |´-€%@(µ-€%@(| :0} |¶-€%@(|  |·-€%@(| |¸-€%@(¹$-€%(-€:1}%@(| |-€%@(| |-€%@(| |-€%@(-€%@(| :2} |-€%@(|  |-€%@(| |-€%@($x%%6“-P:@$H:,%@:3},}“AA0‚-€%(ƒ-€%@(| |„-€%@(|  |…-€%@(:4}| |†-€%@(‡-€%@(| |ˆ-€%@(|  |‰-€%@(| |Š-€%:5}@(‹$–-€%(—-€%@(| |˜-€%@(| |™-€%@(:6}| |š-€%@(›-€%@(| |œ-€%@(| |-€%@(| |ž-€%:7}@(Ÿ$Ü-€%(Ý-€%@(| |Þ-€%@(|  |ß-€%@(:8}| |à-€%@(á-€%@(| |â-€%@(| |ã-€%@(| |ä-€%@:9}(å$@%%6”-P:@$H:,%@,E”AA0J-€%(K-€%@::}(| |L-€%@(| |M-€%@(| |N-€%@(O-€%@(| |P-€:;}%@(| |Q-€%@(| |R-€%@(S$^-€%(_-€%@:<}(| |`-€%@(|  |a-€%@(| |b-€%@(c-€%@(| |d-€:=}%@(|  |e-€%@(| |f-€%@(g$¤-€%(¥-€%@:>}(| |¦-€%@(| |§-€%@(| |¨-€%@(©-€%@(| |ª-€:?}%@(|  |«-€%@(| |¬-€%@(­$%%6’-P:@$H:,%@, ’A:@}A0-€%(-€%@(| |-€%@(|  |-€%@(| |:A}-€%@(-€%@(| |-€%@(|  |-€%@(| |-€%@(:B}$&-€%('-€%@(| |(-€%@(| |)-€%@(| |*:C}-€%@(+-€%@(| |,-€%@(| |--€%@(| |.-€%@(:D}/$l-€%(m-€%@(| |n-€%@(| |o-€%@(| |p-:E}€%@(q-€%@(| |r-€%@(|  |s-€%@(| |t-€%@(:F}u$Ð%%6•-P:@$H:,%@,Õ•A A 0Ú-€%(Û-€%@(| |:G}Ü-€%@(|  |Ý-€%@(| |Þ-€%@(ß-€%@(| |à-€%@:H}(|  |á-€%@(| |â-€%@(ã$î-€%(ï-€%@(| |ð:I}-€%@(| |ñ-€%@(| |ò-€%@(ó-€%@(| |ô-€%@:J}(| |õ-€%@(| |ö-€%@(÷$4-€%(5-€%@(| |6:K}-€%@(|  |7-€%@(| |8-€%@(9-€%@(| |:-€%@(:L}| |;-€%@(| |<-€%@(=$˜-€%(™-€%@(| |š:M}-€%@(| |›-€%@(| |œ-€%@(-€%@(| |ž-€%@(:N}| |Ÿ-€%@(| | -€%@(¡$ü„-@@  …-@P@  #:O}2…@@# … )%2) „$ $` ±%2A!@@9„-@:P}@= „_2@@–@@s„-@@w „™2@@@@­„-@@:Q}± „j t%2@@`@@9„-@@= „QŒ-@m2Œq Œt$t ::R}Œ-@32Œ7 Œ:$€ D:DOMINOS2.II@@†d€@„ü@P@ … :S}AU@€cate Disk Óaveles Ìoad Bina@@@!@`@@@ @8>*+ë÷X¨Y¨ÎÉÁÂÃA¨S¨PÉØÊËARCSIÎÔÙARCCOÓM¨ÐÒÍÄC¨A¤@@@@>U} @@€d>V} +n$($( ** MATH FUNCTIONS #2 **x'('( 1. AREA OF IRREGULAR SPACE‚"("( 2. PARTS OF TRIANGLESŒ$>W}($( 3. BINOMIAL PROBABILITY–(( 4. DAY OF THE WEEK "("( 5. METRIC CONVERSIONS´†¹//†AAP>X}A PAA¾ A È0 +(0( AREA OF IRREGULAR POLYGONæ€9@%,9@%,ð*&( NU>Y}MBER OF VERTICES (0 ENDS)*‚ú‚"A ƒ-@‚ƒ!@A"-#( COORDINATES OF VERTEX >Z}ƒ- A , A 6##( VERTEX ƒ@ „…6€8ƒ,-„68ƒ,-…J ƒT6€8‚%@,-€8@,>[}^68‚%@,-8@,h6„-rƒ-@‚|116„-„%+€8ƒ,%€8ƒ%@,,$+8ƒ,&8ƒ%@,,† ƒ ( >\} AREA =O:„,'@ (šAdAUŸ4F:Ad,AU*AdAU4 A ¢ A¤ A>]}Â* +(*( PARTS OF A TRIANGLELJ9@,ˆ9@,Ì6‰-@’pÖ(( PROBLEM TYPES:Û( >^} 1. ASAÜ( 2. SASÝ( 3. AASÞ( 4. SSAß( 5. SSSà( 6. EXITꊊ!@A>_}ô77ŠA APA€AAPA ASA› V!( ENTER ANGLE,SIDE,ANGLE )ƒ‹Œ86‡8@,-ƒG>`}6ˆ8@,-‹V6‡8@,-Œ006‡8@,-A€&+‡8@,%‡8@,,776ˆ8@,-ˆ8@,$G:‡8@,,'G:‡8@>a},,776ˆ8@,-ˆ8@,$G:‡8@,,'G:‡8@,,! A& SAS›+U ( ENTER SIDE,ANGLE,SIDE (ƒ‹Œ7>b}6ˆ8@,-ƒF6‡8@,-‹U6ˆ8@,-Œ0oo6ˆ8@,-M:+ˆ8@,$ˆ8@,,%+ˆ8@,$ˆ8@,,&@$ˆ8@>c},$ˆ8@,$E:‡8@,,,5446‡8@,-G:‡8@,,'ˆ8@,$ˆ8@,:776-D:‡8@,'M:6‡8@,$‡8@>d},%@,,<6‡8@,-?006‡8@,-A€&+‡8@,%‡8@,,B AD AAS›IV!( ENTER ANGLE,ANGL>e}E,SIDE )ƒ‹Œ86‡8@,-ƒG6‡8@,-‹V6ˆ8@,-ŒN006‡8@,-A€&+‡8@,%‡8@,,S A5b >f} SSA›gU ( ENTER SIDE,SIDE,ANGLE (ƒ‹Œ76ˆ8@,-ƒF6ˆ8@,-‹U6‡8@,-Œl 6Ž-ˆ8@,$G:‡8@,,q>g}&ˆ8@, ŽA&NO ANSWER›v116ˆ8@,-M:+ˆ8@,$ˆ8@,,&+Ž$Ž,,{ˆ8@,ŽAe€((6-M:+ˆ8@>h},$ˆ8@,,&+Ž$Ž,,‚6ˆ8@,-ˆ8@,%… AeŠ SSS›T( ENTER SIDE,SIDE,SIDE 'ƒ‹Œ66ˆ8@>i},-ƒE6ˆ8@,-‹T6ˆ8@,-Œ”xx6‡8@,-++ˆ8@,$ˆ8@,,%+ˆ8@,$ˆ8@,,&+ˆ8@,$ˆ8@,,,>j}'@'ˆ8@,'ˆ8@,™@@6-6D:‡8@,'M:6‡8@,$‡8@,%@,,%@ž6‡8@,-£ Ae>k}¼ANSWERS HERE›Æƒ-@@Ð( SIDE ƒ ˆ8ƒ,Ú ƒäƒ-@@é,,6‡8ƒ,-P:+‡8ƒ,$B%>l}@,'B,î( ANGLE ƒ ‡8ƒ,ø ƒAdAU4F:Ad,AU*AdAU4 AP >m} Au ( NO ANSWER:* Ap„¶BINOMIAL DISTRIBUTION›» +(À‘9@,Ê%%( ** >n}BINOMIAL DISTRIBUTION **Ô&(&( ENTER 0 TO RETURN TO MENUÞ!(( HOW MANY TRIALS!‚è‚"Aò$(>o} ( HOW MANY SUCCESSES$Šü(($( PROBABILITY OF SUCCESS(’26‘8@,-‚!6‘8@,-Š26‘8@,-‚&Š>p}ƒ-@@ ‘8@,"A$6„-@.‹-@‘8ƒ,8 6„-„$‹B ‹G6‘8ƒ,-K:„,L ƒ>q}VEE6“-J:‘8@,&‘8@,&‘8@,%Š$K:’,%+‚&Š,$K:@&’,,`;(;( PROB. OF Š SUCCESSES IN ‚ TRIALS IS >r}“jAdAUt4F:Ad,"AU*AdAU4 A~4F:Ad,AU*AdAU4 A P>s}ˆ A@°DAY-OF-THE-WEEK›µ +(º!( ** DAY OF THE WEEK **!(Ä( ENTER 0,0,0 TO ENDÎ%(%(>t} ENTER MONTH, DAY, YEARØ ”•â”"Aì”!@A0ö•!@1A0û”!@A>u}6”-”%@6-&@ [[6‚-•%@$”%P:?`$+”%@,,%%P:'@,&P:'A,%P:'A,%@>v}336‚-P:+‚'@&P:‚'@,,$@%?P,#( THAT'S ON # A %‚((SATURDAY A0)(SUN>w}DAY  A0*(MONDAY  A0+(TUESDAY  A0,( WEDNESDAY A0-( THURSDAY  A0.>x}(FRIDAY  A0xANGLO TO METRIC CONV.›z!–9@,—;@,!#{‚-@@|"Š6–8‚,-Š}>y} ‚;;2.54,30.48,.3048,.9144,1.609,4.929,14.788,.2366,.4732›€77.9463,3.785,35.24,8.809,28.3495,.4536,907.2,.6214›‚1 +>z}(.( ** METRIC CONVERSIONS **1(Œ,,($1. IN. TO CENT. 10. QT. TO LITERS–--(%2. FT. TO CENT. 11. GAL. TO LI>{}TERS ,,($3. FT. TO METERS 12. BUSH. TO LIT.ª,,($4. YDS. TO METERS 13. PECKS TO LIT.´,,($5. MILES TO KILO. 14. OU>|}NCE TO GRAM¾--(%6. TEASP. TO CC 15. LBS. TO KILOG.È--(%7. TBLSP. TO CC 16. TONS TO KILOG.Ò--(%8. CUPS TO LITER>}}S 17. FAREN. TO CENTÜ(9. PTS. TO LITERS"0(,( WHICH CONV.? +50 REVERSES,0 ENDS0‚,‚"A6‚ >~}@A8##‚!@g)+‚ @Q,A@%(VALUE TO BE CONVERTED"ƒ%(E‚"@A`F‚"@g>}ApJZ‚!@P6‚-‚&@P(6“-ƒ'–8‚,.6Š-“46“-ƒ:6ƒ-ŠD A ZREVERSE AFTER CALC.›O6“-ƒ$–8‚,T A0>€}%‚V(Y—\"(œœœœœœœœ" Ap_(%(ƒ INCHES = “ CENTIMETERS($`&#(ƒ FEET = “ CENTIMETERS>}&$a!(ƒ FEET = “ METERS!$b"(ƒ YARDS = “ METERS"$c&#(ƒ MILES = “ KILOMETERS&$d%"(ƒ TSP. = >‚}“ CUB. CENT.%$e&#(ƒ TBSP. = “ CUB. CENT.&$f!(ƒ CUPS = “ LITERS!$g"(ƒ PINTS = “ LITERS"$>ƒ}h# (ƒ QUARTS = “ LITERS#$i$!(ƒ GALLONS = “ LITERS$$j$!(ƒ BUSHELS = “ LITERS$$k"(ƒ PECKS = >„}“ LITERS"$l"(ƒ OUNCES = “ GRAMS"$m&#(ƒ POUNDS = “ KILOGRAMS&$n$!(ƒ TONS = “ KILOGRAMS$$o>…}# (ƒ DEG. F = “ DEG. C#$|%%6“-+ƒ&@2,$+@'@ ,H6“-“$B6“-“%@06“-P:“'@,>6“-“'>†}AH A †A#6“-+@ '@,$ƒ%@2/6‚-@56Š-“;6“-ƒA6ƒ-ŠH6ƒ-ƒ$B6ƒ-ƒ%@06ƒ-P:ƒ'@>‡},>6ƒ-ƒ'AH A €D2:MATH2M¨ÐÒÍÄC¨A¤@@@@<.·U!g!ØX¤ÁÓÃÔA±B±C±ÂX±X²X³ÑX´XµX¶R±Ò€ B‰}  A(}**(" ******************BŠ}*****************(" *** The Trigonometry Machine *****(" *** (C) 1985 by Donald B. Lee ***-*(" *****************B‹}****************-((!( 1) Make a Trig Table.!(-# ( 2) Pythagorean Theorem.#(2 ( 3)  3-sides given. (7*'(BŒ} 4)  2-sides 1-included angle*(<-*(" 5)  2-sides 1-unincluded angle.-(F$!( 6)  1-side & 2-angles.$(K( B} 7) Quit.((P( @(œ$( Which one(€Q€"@ AR€"@ A S€"@ ABŽ}0T€"@ A@U€"@ APV€"@ A`W€"@Z ( @€è*B}*****************›é*** TRIG TABLE ***›ê******************›ë;@,ò (}6€-ü##(This module B}will generate a$$(trigonometric table of Sine,""(Cosine, and Tangent values%%(for angles from 0-360 degrees$B‘}*'(in increments that you specify.*(8 AB&"(Angle increment please - &€L€!A` AV AB’}(}`# ( Table of Values#(j**(" ANGLE SIN COS TANt/,($-------- ------ ------ -B“}-----/(~‚-A`€ˆ) 6ƒ-G:‚,6€-ƒ Ap"6ƒ-€)SINE›‰+ 6„-E:‚,6€-„ Ap"6„-€+COSINE›Š1B”}6…-G:‚,'E:‚,6€-…! Ap'6…-€1TANGENT›’+…!@ A+ASYMPTOTE CHECK›œ.( ‚ƒ$(+ƒ.B•} A‚ (ƒž#„(+„# A„Ÿ („ !…(+…! A¡(…¦ ‚§ A–¨&B–}"(Make another table? (Y/N)&« 4Y B A¬%­ B A°8 A( ‚$ƒB—}.(+ƒ8 A± (ƒ²!„(+„! A³(„´ ‚º%€6€-@0% A» (B˜}œ A€Ð!!***************************›Ñ!!*** PYTHAGOREAN THEOREM ***›Ò!!***************************›Õ;@B™},Ú (}ä))(!This routine uses the Pythagoreanî&&(Theorem to compute the missingø))(!sides of any right triangBš}le given(in the following form:  (  (  (A   C C^2=A^2+B^2*(  4(  >B›}( (H ( B(M'6†-6‡-'6ˆ-R/ A!@!(What is side A%‚/ A!P\6‚-Bœ}6†-@f/ A!`!(What is side B%‰/ A!pp6‰-6‡-@z/ A!€!(What is side CB}%„/ A!„% B6„-%6ˆ-@Ž B“%†"@*‡%ˆ"% A"0˜%‡"@*†%ˆ"Bž}% A"P¢%ˆ"@*†%‡"% A"p¬4(*(There is nothing here to solve?4 A"¶2 A$(6€-M:„#BŸ}@&‰#@,2 ApÀ$(A=€B=‰C=„$ A"Ê2 A$(6€-M:„#@&‚#@,2 ApÔ$(A=‚B }B=€C=„$ A"Þ2 A$(6€-M:‚#@%‰#@,2 Apè$(A=‚B=‰C=€$ A"ò1(-(!Do yB¡}ou want to do another? (Y/N) 1ü 4Y A  %` T B(2(*** ERROR - Negative Side ***F€-@B¢}AJ €T A ¸ *********************›¹ *** Solve 3-sides ***›º *********************›»  A0;@B£},¼ B½  '6‚-6‰-'6„-Ì  A€INPUT PROMPT›Ö % A00!(What is side A%‚B¤}à % A0@!(What is side B%‰ô % A0`!(What is side C%„þ B  6Š-‚6‹-‰6Œ-„  ‹!Š6€-ŠB¥}6Š-‹6‹-€  Œ!Š6€-Š6Š-Œ6Œ-€  Œ!‹6€-‹6‹-Œ6Œ-€ A5Š *** COSINE LAW ***›” 556-+‹#@%Œ#@B¦}&Š#@,'+@$‹$Œ,ž -!6Ž-D:M:@&#@,',-ARCCOSINE›¨ Ž 6Ž-A€%Ž² *** SINE LAW ***B§}›¼ 6…-Š'G:Ž,RATIO VALUE›Æ " 6-‹'…"SINE OF SECOND ANGLE›Ë +!6-D:'M:@&#@,,+ARCSINE›Ð %6-A€&&ŽB¨}%THE THIRD ANGLE›Ú  ‚"Š6†-Žä  ‚"‹6†-î  ‚"Œ6†-ø  ‰"Š6‡-Ž  ‰"‹6‡-  ‰"Œ6‡-  „"Š6ˆ-Ž B©} „"‹6ˆ-*  „"Œ6ˆ-4  (} (((>  A€@(H 3( Side A=‚Angle a=%6€-†/ Ap3(€R 3( SidBª}e B=‰Angle b=%6€-‡/ Ap3(€\ 3( Side C=„Angle c=%6€-ˆ/ Ap3(€a ( A4@f )%(Would you liB«}ke to do another)p  B4Y A0z %¬ 0 (} (-(That Triangle is Impossible!0(¶ J(( Side1^2 + SB¬}ide2^2 > Largest Side<€-@A@ €J A0 ************************›¡*** Solve 2-Sides & ***›¢*** B­}1-Included Angle ***›£************************›¤ A@;@,¥ BªK6‚-6‰-'6„-B®}36†-?6‡-K6ˆ-´ A€PROMPT INPUT›¾% A@@!(What is Side A%‚È% A@P!(B¯}What is Side B%‰Ò9 A@P+(What is included angle c/ˆ9 A@`ÜM B#ˆ!A€)ˆC(*** ERRORB°} c<=0 OR c>180 ***M A@Pæ##6„-M:‚$‚%‰$‰&@$‚$‰$E:ˆ,,ð6…-„'G:ˆ,RATIO VALUE›ú8 6-‚'…)6†-D:'M:@&#@B±},,8SECOND ANGLE›† 6†-A€%†6‡-A€&ˆ&† (} A€@"3( Side A=‚Angle a=%6€-B²}†/ Ap3(€,3( Side B=‰Angle b=%6€-‡/ Ap3(€64( Side C=6€-„" Ap4(€ Angle c=ˆ@(B³} AA€J)%(Would you like to do another)T 4Y A@^ B%ˆ **************************›‰ B´}*** Solve 2-Sides & ***›Š *** 1-Unincluded Angle ***›‹ **************************›Œ AP;@, Bµ}B’K6‚-6‰-'6„-36†-?6‡-K6ˆ-œ A€PROMPT INPUT›¦% AP@!B¶}(What is Side A%‚°% APP!(What is Side C%„º9 APP+(What is included angle a/†9 AP`ÄM BB·}#†!A€)†C(*** ERROR a<=0 OR a>180 ***M APPØ6…-‚'G:†,RATIO VALUE›â9 6-„'…6‘-@# B¸}06‘-6@96-O:,ãG!@(=(&*** This Triangle is not possible. ***G AQ`ä4%6ˆ-‘$+D:'M:@&B¹}#@,,,4SECOND ANGLE›ìˆ 6ˆ-A€%ˆö!6‡-A€&†&ˆ!THIRD ANGLE›û6‰-…$G:‡,SIDE B› (}6’-Bº} A€@ 3( Side A=‚Angle a=%6€-†/ Ap3(€G( Side B=6€-‰" Ap3(€ Angle b=96€-‡B»}C ApG(€3( Side C=„Angle c=%6€-ˆ/ Ap3(€’"@ AQ` 46‡-A€&+A€&ˆ,&†4OTHB¼}ER POSSIBLE ANGLE›!%6‰-…$G:+A€&ˆ,,%NEW SIDE B›"6ˆ-A€&ˆ#4(( --- OR ---(*6’-@4 AQ0(B½}( AQ€2)%(Would you like to do another)< 4Y APF B%p$$***************************B¾}***›q$$*** Solve 1-Side & 1-Angle ***›r$$******************************›t A`;@,u BzK6‚-B¿}6‰-'6„-36†-?6‡-K6ˆ-„ A€PROMPT INPUT›Ž% A`@!(What is SideBÀ} B%‰˜0 A@E"(What is Angle b&‡0 A`PM B#‡!A€)‡C(*** ERROR b<=0 OR b>180 ***M BÁ}A`@¢9 A``+(What is included angle c/ˆ9 A`p¬M B#ˆ!A€)ˆC(*** ERROR c<=0 OR c>1BÂ}80 ***M A`P¶!6†-A€&ˆ&‡!THIRD ANGLE›À6…-‰'G:‡,RATIO VALUE›Ê6‚-…$G:†,SECOND SIDE›Ô6„-…$G:ˆ,THIBÃ}RD SIDE›è (} A€@òF( Side A=6€-‚" Ap2(€Angle a=86€-†B ApF(€ü3( Side B=‰Angle bBÄ}=%6€-‡/ Ap3(€4( Side C=6€-„" Ap4(€ Angle c=ˆ( Aa€)%(Would you like to do anotheBÅ}r)$ 4Y A`. B%X************************›Y*** ROUNDING ROUTINE ***›Z****************BÆ}********›[›b6Š-O:P:€$B,,l6‹-O:P:€$A,,v=Š&+‹$@,!@36Œ-+‹%@,'A= Ap5xBÇ}6Œ-‹'A{€"6€-Œ$€ €  6Œ-Œ$+6@,Š 6€-Œ $@**********************›A*** TriangBÈ}le Input ***›B**********************›J (}T''(Please use the following format^(%(when answering the questions.BÉ}((h(  r( c  b|(B   A A  C†( a b c a( BÊ} š( C B((¤$€ D:TRIG.BAS@;