‰99V²(4¬ÿ¬(R®3))­3:Ž;R²((3¬V)­(4¬ÿ))®(1­3):ŽKA²4¬ÿ¬R¬R:Ž^R²º(A­(4¬ÿ)):Ž™"X-Y COORDINATES OF VERTICES ? Y OR N’"©¡A$:‹A$³±"Y"¯A$³±"N"§23¯ŽÒ™"ANOTHER PROBLEM ? Y OR N’"î¡A$:‹A$³±"Y"¯A$³±"N"§26ôŽ AN²ÿ¬(N«2)­N:Ž S²2¬R¬(¾(AN­2)):Ž5 "R²S­(2¬(¾(AN­2))):ŽI $D²R¬(¿(AN­2)):Žf %R²º((2¬A)­(N¬(¿(AN)))):Ž~ &A²N¬R¬R¬(¿(AN))­2:Ž’ 'R²D­(¿(AN­2)):Ž¥ (S1²H¬(¿(AA)):ޏ *S2²H¬(¾(AA)):ŽÊ ,AB²(ÿ­2)«AA:Žä .S2²º((H¬H)«(S1¬S1)):Žö 0AA²Á(S1­S2):Ž 2H²º((S1¬S1)ª(S2¬S2)):Ž" 4H²S1­¿(AA):Ž2 6P²S1ªS2ªH:ŽD 8A²(S1¬S2)­2:ŽR <A²ÿ¬R¬R:Ža >R²º(A­ÿ):Žo @C²2¬R¬ÿ:Ž BR²C­(2¬ÿ):Ž DA²S1¬S2:Ž› FS2²A­S1:Ž» HS1²(X2«X1):S2²(Y2«Y1):50:Ž× JAA²Á((Y2«Y1)­(X2«X1)):Ží LX2²(¿(AA)¬H)ªX1:Ž NY2²(¿(AA)¬H)ªY1:Ž PV²S1®3:Ž! RS1²V®(1­3):Ž2 TSA²6¬S1¬S1:ŽE VLD²S1¬(º(3)):ŽX XSD²S1¬(º(2)):Žh ZV²ÿ¬R¬R¬H:Žz \H²V­(ÿ¬R¬R):Ž ^R²º(V­(ÿ¬H)):Ž› `S²ÿ¬D¬H:ޝ bA²2¬ÿ¬R¬(RªH):Žá cL$²"ÀÀÀÀÀÀÀÀÀÀÀÀÀÀÀÀÀÀÀÀÀÀÀÀÀÀÀÀÀÀÀÀÀÀÀÀÀÀÀÀ"þ d—53281,3:—53280,3:™"“"; n™ £8);"¤¤¤¤¤¤¤¤"8 x™ £8);"GEOSOLVE’ BY D. CROOK"l È™" SELECT THE TYPE OF PROBLEM FROM BELOW:":™L$Ÿ Ò™"1 - REGULAR POLYGON":™"2 - RIGHT TRIANGLE"Ä Ü™"3 - CIRCLE":™"4 - RECTANGLE"ó æ™"5 - TWO POINTS IN A PLANE":™"6 - CUBE"+ ð™"7 - CYLINDER":™"8 - SPHERE":™"9 - END PROGRAM"> ,¡Z$:‹Z$²""§300Q 6Z²Å(Z$):‹Z²9§€~ @‘Z1110,400,860,1910,2275,2440,2700,3200„ JЧ ™"“"¦12)"RIGHT TRIANGLES":™L$Ò š™"ENTER KNOWN QUANTITIES FROM BELOW:"¤™"1 - HYPOTENUSE/ANGLE":™"2 - SIDE/ANGLE"0®™"3 - HYPOTENUSE/SIDE":™"4 - TWO SIDES"C¸¡Z$:‹Z$²""§440bÂZ²Å(Z$):‘Z460,560,660,760hÇŽ‘Ì™"“SOLUTION OF RIGHT TRIANGLES":™L$¸Ö™"ENTER LENGTH OF HYPOTENUSE";:…HÝà™"ENTER ANGLE";:…AA:AA²AA¬ÿ­180õê40:42:44:54:56ô™"LENGTH OF SIDE 1 ="S1/þ™"LENGTH OF SIDE 2 ="S2R™" ANGLE ="AB¬180­ÿn™" AREA ="AŠ™" PERIMETER ="P’!25¢&‹A$²"Y"§460¨+ŽÑ0™"“SOLUTION OF RIGHT TRIANGLES":™L$÷:™"ENTER LENGTH OF ONE SIDE";:…S1D™"ENTER ANGLE";:…AA:AA²AA¬ÿ­1804N52:46:44:54:56TX™"LENGTH OF HYPOTENUSE ="Hub™" LENGTH OF SIDE 2 ="S2œl™" ANGLE ="AB¬180­ÿ¼v™" AREA ="AÜ€™" PERIMETER ="Pä…25ôŠ‹A$²"Y"§560úŽ#”™"“SOLUTION OF RIGHT TRIANGLES":™L$Jž™"ENTER LENGTH OF HYPOTENUSE";:…Hl¨™"ENTER LENGTH OF SIDE";:…S1„²46:48:44:54:56¡¼™"LENGTH OF SIDE 2 ="S2ÄÆ™" ANGLE 1 ="AA¬180­ÿçЙ" ANGLE 2 ="AB¬180­ÿÚ™" AREA ="Aä™" PERIMETER ="P'é257î‹A$²"Y"§660=óŽfø™"“SOLUTION OF RIGHT TRIANGLES":™L$Š™"ENTER LENGTH OF SIDE 1";:…S1® ™"ENTER LENGTH OF SIDE 2";:…S2Æ50:48:44:54:56æ ™"LENGTH OF HYPOTENUSE ="H *™" ANGLE 1 ="AA¬180­ÿ44™" ANGLE 2 ="AB¬180­ÿT>™" AREA ="AtH™" PERIMETER ="P|M25ŒR‹A$²"Y"§760’WŽÒ\™"“"¦15)"CIRCLES":™L$:™"SELECT KNOWN QUANTITY FROM BELOW:"öa™"1 - RADIUS":™"2 - DIAMETER"f™"3 - CIRCUMFERENCE":™"4 - AREA"0k¡Z$:‹Z$²""§875PpZ²Å(Z$):‘Z885,930,975,1020VrŽŒu™"“"¦15)"CIRCLES":™L$:™"ENTER RADIUS";:…R:D²2¬R˜z60:64±™" DIAMETER ="DÊ„™"CIRCUMFERENCE ="C㎙" AREA ="Aë˜25û‹A$²"Y"§885žŽ9¢™"“"¦15)"CIRCLES":™L$:™"ENTER DIAMETER";:…D:R²D­2E§60:64^¬™" RADIUS ="Rw±™"CIRCUMFERENCE ="C¶™" AREA ="A˜»25¨À‹A$²"Y"§930®ÅŽåÏ™"“"¦15)"CIRCLES":™L$:™"ENTER CIRCUMFERENCE";:…CñÔ66:60 Ù™" RADIUS ="R%Þ™" DIAMETER ="RªR=è™" AREA ="AEí25Uò‹A$²"Y"§975[÷މü™"“"¦15)"CIRCLES":™L$:™"ENTER AREA";:…A•62:64®™" RADIUS ="RÉ ™" DIAMETER ="RªRâ™"CIRCUMFERENCE ="Cê25û‹A$²"Y"§1020)Ž%V™"“"¦12)"REGULAR POLYGONS":™L$V`™"ENTER THE NUMBER OF SIDES";:…N:™:‹N³3§1110ƒj™"ENTER THE KNOWN QUANTITY FROM BELOW":™²t™"1 - LENGTH OF SIDE":™"2 - MINOR RADIUS"Øy™"3 - MAJOR RADIUS":™"4 - AREA"ì~¡Z$:‹Z$²""§1150ÿƒZ²Å(Z$):‹Z²9§€ˆ‘Z1200,1300,1400,1500 ’ŽJ°™"“REGULAR POLYGON WITH"N"SIDES":™L$eº™"LENGTH OF SIDE";:…SyÄ30:34:36:38‘Ι"MAJOR RADIUS ="R©Ø™"MINOR RADIUS ="DÁâ™" AREA ="Aëç™"ANGLE BETWEEN TWO SIDES ="AN¬180­ÿê™" CENTER ANGLE ="360­N(ì22:‹A$²"Y"§16000ö25A‹A$²"Y"§1200G Žq™"“REGULAR POLYGON WITH"N"SIDES":™L$Œ™"MINOR RADIUS =";:…D (30:39:32:38¸2™"MAJOR RADIUS ="RÐ<™" SIDE ="SèF™" AREA ="AK™"ANGLE BETWEEN TWO SIDES ="AN¬180­ÿ9N™" CENTER ANGLE ="360­NOP22:‹A$²"Y"§1600WZ25hd‹A$²"Y"§1300nnŽ˜x™"“REGULAR POLYGON WITH"N"SIDES":™L$³‚™"MAJOR RADIUS =";:…RÇŒ30:32:36:38ß–™"MINOR RADIUS ="D÷ ™" SIDE ="Sª™" AREA ="A9¯™"ANGLE BETWEEN TWO SIDES ="AN¬180­ÿ`²™" CENTER ANGLE ="360­Nv´22:‹A$²"Y"§1600~¾25È‹A$²"Y"§1400•ÒŽ¿Ü™"“REGULAR POLYGON WITH"N"SIDES":™L$Úæ™" AREA =";:…Aîð30:37:32:36ú™"MINOR RADIUS ="D™"MAJOR RADIUS ="R6™" SIDE ="S`™"ANGLE BETWEEN TWO SIDES ="AN¬180­ÿ‡™" CENTER ANGLE ="360­N22:‹A$²"Y"§1600¥"25¶,‹A$²"Y"§1500¼6Žß@™"“"¦10)"POLYGON WITH"N"SIDES" J™" X-Y COORDINATES OF VERTICES"2T™"SELECT ORIENTATION TO X/Y-AXIS :"W^™"1 - VERTEX TO LIE ON +X-AXIS"|h™"2 - VERTEX TO LIE ON -X-AXIS"¡r™"3 - VERTEX TO LIE ON +Y-AXIS"Æ|™"4 - VERTEX TO LIE ON -Y-AXIS"醙"5 - +X-AXIS TO BISECT SIDE" ™"6 - -X-AXIS TO BISECT SIDE"/š™"7 - +Y-AXIS TO BISECT SIDE"R¤™"8 - -Y-AXIS TO BISECT SIDE"“®™"9 - VERTEX TO BE LOCATED (X)-DEGREES FROM +X-AXIS"§¸¡Z$:‹Z$²""§1720ãÂZ²Å(Z$):‘Z1750,1760,1770,1780,1790,1800,1810,1820,1830í̉1850øÖAD²0:ŽàAD²«ÿ:ŽêAD²ÿ­2:ŽôAD²«ÿ­2:Ž,þAD²ÿ­N:Ž;AD²ÿ­Nªÿ:ŽLAD²ÿ­Nªÿ­2:Ž]AD²ÿ­N«ÿ­2:Ž¥&™"“HOW MANY DEGREES FROM +X-AXIS SHOULD FIRST VERTEX LIE";:…AD·+AD²AD¬ÿ­180:Žô:™"“X-Y COORDINATES OF"N"SIDED POLYGON":™:™¦13)"X"£24)"Y" ?™£10)"ÀÀÀÀÀÀ"£21)"ÀÀÀÀÀÀ"" DAE²0¤(N«1)= NX²R¬(¾(AE¬(2¬ÿ)­NªAD))X XY²R¬(¿(AE¬(2¬ÿ)­NªAD))o ]X²µ(X¬10000)­10000† ^Y²µ(Y¬10000)­10000œ b™"VERTEX"AEª1;X,Y¤ l‚:ŽÂ v™"“"¦15)"RECTANGLES":™L$î €™"SELECT KNOWN QUANTITIES FROM BELOW:"!Š™"1 - TWO SIDES":™"2 - ONE SIDE/DIAGONAL7!”™"3 - AREA/ONE SIDE"K!ž¡Z$:‹Z$²""§1950i!¨Z²Å(Z$):‘Z1980,2060,2140o!²ŽŒ!¼™"“"¦15)"RECTANGLES":™L$­!Æ™"ENTER LENGTH SIDE 1";:…S1Î!Й"ENTER LENGTH SIDE 2";:…S2Ú!Ú68:50þ!ä™" AREA ="A:™"DIAGONAL ="H"î25"ø‹A$²"Y"§1980"Ž:" ™"“"¦15)"RECTANGLES":™L$["™"ENTER LENGTH SIDE 1";:…S1}" ™"ENTER LENGTH DIAGONAL";:…H‰"*46:68¬"4™" AREA ="A:™" SIDE 2 ="S2´">25Å"H‹A$²"Y"§2060Ë"RŽè"\™"“"¦15)"RECTANGLES":™L$ #f™"ENTER LENGTH SIDE 1";:…S1 #p™"ENTER AREA";:…A,#z70:50Q#„™"DIAGONAL ="H:™" SIDE 2 ="S2Y#Ž25j#˜‹A$²"Y"§2140p#¢Ž˜#¬™"“"¦8)"TWO POINTS IN A PLANE":™L$Ã#¶™"SELECT KNOWN QUANTITIES FROM BELOW:"ë#À™"1 - POSITION OF POINT 1/POINT 2" $Å™"2 - POSITION OF POINT 1"8$Æ™" DISTANCE BETWEEN POINT 1/POINT 2"a$Ç™" ANGLE LINE CONNECTING POINTS"~$È™" MAKES WITH X-AXIS"’$Ê¡Z$:‹Z$²""§2250«$ÔZ²Å(Z$):‘Z2275,2355±$ÞŽÙ$ã™"“"¦8)"TWO POINTS IN A PLANE":™L$%è™"ENTER COORDINATES OF POINT 1":…"X1 =";X1:…"Y1 =";Y1Q%ò™"ENTER COORDINATES OF POINT 2":…"X2 =";X2:…"Y2 =";Y2t%÷‹X1²X2§AA²ÿ­2:H²¶(Y2«Y1):‰2310€%ü74:72ª% ™" ANGLE WITH X-AXIS ="AA¬180­ÿÍ% ™"DISTANCE BETWEEN POINTS ="HÕ% 25æ%$ ‹A$²"Y"§2275ì%. Ž&3 ™"“"¦8)"TWO POINTS IN A PLANE":™L$P&8 ™"ENTER COORDINATES OF POINT 1":…"X1 =";X1:…"Y1 =";Y1&B ™"ENTER ANGLE WITH X-AXIS":…AA:AA²AA¬ÿ­180©&G ™"ENTER DISTANCE BETWEEN POINTS";:…Hµ&L 76:78ë&V ™"COORDINATES OF POINT 2:":™"X2 ="X2:™"Y2 ="Y2ó&j 25't ‹A$²"Y"§2355 '~ Ž"'ˆ ™"“"¦17)"CUBE":™L$L'’ ™"SELECT KNOWN QUANTITY FROM BELOW:"v'œ ™"1 - LENGTH OF SIDE":™"2 - VOLUME"Š'º ¡Z$:‹Z$²""§2490£'¿ Z²Å(Z$):‘Z2500,2600©' ŽÁ'Ä ™"“"¦17)"CUBE":™L$ã'Î ™"ENTER LENGTH OF SIDE";:…S1÷'Ø 80:84:86:88(â ™" VOLUME ="V0(ì ™" SURFACE AREA ="SAM(ö ™"DIAGONAL OF FACE ="SDj( ™"DIAGONAL OF CUBE ="LDr( 25ƒ( ‹A$²"Y"§2500‰( Ž¡(( ™"“"¦17)"CUBE":™L$º(2 ™"ENTER VOLUME";:…VÎ(< 82:84:86:88ë(F ™" LENGTH OF SIDE ="S1)P ™" SURFACE AREA ="SA%)Z ™"DIAGONAL OF FACE ="SDB)d ™"DIAGONAL OF CUBE ="LDJ)n 25[)x ‹A$²"Y"§2600a)‚ Ž})Œ ™"“"¦15)"CYLINDER":™L$©)– ™"SELECT KNOWN QUANTITIES FROM BELOW:"Û)  ™"1 - DIAMETER/HEIGHT":™"2 - RADIUS/HEIGHT" *ª ™"3 - VOLUME/DIAMETER":™"4 - VOLUME/HEIGHT"!*´ ¡Z$:‹Z$²""§2740D*¾ Z²Å(Z$):‘Z2760,2870,2980,3090J*à Žf*È ™"“"¦15)"CYLINDER":™L$‡*Ò ™"ENTER DIAMETER";:…D:R²D­2 *Ü ™"ENTER HEIGHT";:…H°*æ 90:96:98Ô*ð ™" RADIUS ="Rø*ú ™" VOLUME ="V+ ™"CYLINDRICAL SURFACE AREA ="S@+ ™" TOTAL SURFACE AREA ="AH+ 25Y+" ‹A$²"Y"§2760_+, Ž{+6 ™"“"¦15)"CYLINDER":™L$š+@ ™"ENTER RADIUS";:…R:D²2¬R³+J ™"ENTER HEIGHT";:…HÃ+T 90:96:98ç+^ ™" DIAMETER ="D ,h ™" VOLUME ="V/,r ™"CYLINDRICAL SURFACE AREA ="SS,| ™" TOTAL SURFACE AREA ="A[,† 25l, ‹A$²"Y"§2870r,š ŽŽ,¤ ™"“"¦15)"CYLINDER":™L$§,® ™"ENTER VOLUME";:…VÈ,¸ ™"ENTER DIAMETER";:…D:R²D­2Ø, 92:96:98ü,Ì ™" RADIUS ="R -Ö ™" HEIGHT ="HD-à ™"CYLINDRICAL SURFACE AREA ="Sh-ê ™" TOTAL SURFACE AREA ="Ap-ô 25-þ ‹A$²"Y"§2980‡- Ž£- ™"“"¦15)"CYLINDER":™L$¼- ™"ENTER VOLUME";:…VÕ-& ™"ENTER HEIGHT";:…Hë-0 94:D²2¬R:96:98.: ™" RADIUS ="R5.D ™" DIAMETER ="R¬2Y.N ™"CYLINDRICAL SURFACE AREA ="S}.X ™" TOTAL SURFACE AREA ="A….b 25–.l ‹A$²"Y"§3090œ.v ޶.€ ™"“"¦16)"SPHERE":™L$à.Š ™"SELECT KNOWN QUANTITY FROM BELOW:"/” ™"1 - DIAMETER":™"2 - RADIUS",/ž ™"3 - VOLUME":™"4 - SURFACE AREA"@/¨ ¡Z$:‹Z$²""§3240c/­ Z²Å(Z$):‘Z3250,3330,3410,3500i/° Žƒ/² ™"“"¦15)"SPHERE":™L$¤/¼ ™"ENTER DIAMETER";:…D:R²D­2°/Æ 14:18È/Ë ™" RADIUS ="Rà/Ð ™" VOLUME ="Vø/Ú ™"SURFACE AREA ="A0ä 250î ‹A$²"Y"§32500ø Ž10 ™"“"¦15)"SPHERE":™L$J0 ™"ENTER RADIUS";:…RV0 14:18p0 ™" DIAMETER ="R¬2ˆ0 ™" VOLUME ="V 0* ™"SURFACE AREA ="A¨04 25¹0> ‹A$²"Y"§3330¿0H ŽÙ0R ™"“"¦15)"SPHERE":™L$ò0\ ™"ENTER VOLUME";:…Vþ0f 16:181p ™" RADIUS ="R01z ™" DIAMETER ="2¬RH1„ ™"SURFACE AREA ="AP1Ž 25a1˜ ‹A$²"Y"§3410g1¢ Ž1¬ ™"“"¦15)"SPHERE":™L$ 1¶ ™"ENTER SURFACE AREA";:…A¬1À 20:14Ä1Ê ™" RADIUS ="RÞ1Ô ™" DIAMETER ="2¬Rö1Þ ™" VOLUME ="Vþ1è 252ò ‹A$²"Y"§35002ü Ž