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RCA502877-001V01

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Ck fx-50F PLUS ᅋ࡟ํடร http://world.casio.
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!෼೐ኼӄ! !‫ݮ‬ဩఀၭ޶ӊ DBTJP դ౹ă!! ! !k!ᇀฑ‫״‬ෳᅋӊࣜ๻ಹቐ೐ ///! ! ࣜ๻ಹۭኪ߹ੂԌ‫׹‬ᄺࠪቲֱ‫־‬ǈ൥༐ຑ෸ăഹࡍ ट टᄺࠪໍᇀࣜ๻ಹ‫و‬ҿஎă!! ! !A!ࣜ๻ಹෳᅋ༾ӛࡍ ///! !‫ࣜ׹‬๻ಹ‫و‬ҿஎട࿒ᄺࠪǈԌटದቺူໍᇀቁஎă!! ! !k!൥ࠨटࣜ๻ಹ‫཭ݒ‬ཛྷֽ෶യෛኴຢ! ! ෳࣜ๻ಹ‫و‬හብ۵࢐ባದֽ෶യෛኴຢ෫ǈഋቖှ࿒ะՃዷăഋኢᄌǈ‫ױ‬Ճዷࡱटഅ‫ׅ‬، ე ‫׈‬ಹቲ‫و‬ຑᅘ௠൛Ǆ‫ڢ‬઎،‫׈‬ಹǈӰફ،‫׈‬ಹǈ‫ؖ‬Ѧ،‫׈‬ಹǈ༇ࣜࣜ๻Ⴥӊืযࣆ֔ၠืযǅ ă!! !!9(CLR)3(All)w!! ! ߔӊࣜ๻ಹෳᅋ‫ࣜو‬๻ன෷Ăහብࣆ‫ޕ‬ቸ،‫׈‬ಹ‫ํو‬டഋԸᆪ࿒எ࣎ॎă! ᅘ !•!ࣜ๻ன෷ࠧහብǄٞ 8 ოǅ ! āࣜ๻ன෷ࠧහብ‫و‬അ‫ׅ‬Ǆٞ : ოǅ •!ࣜ๻ಹ‫و‬،‫׈‬ಹՃዷǄٞ 29 ოǅ •!༇ࣜࣜ๻ǄTE0SFHǅǄٞ 46 ოǅ •!֔ၠன෷ǄQSHNǅǄٞ 69 ოǅ! ! !k!ߔᅢӊํடร! !•!‫ؙ‬ԩ‫وܖ‬ऒ‫ڞ‬৹ቖှ‫ۂ‬ቸ‫ޢ‬௢ăѢ !!!ࢪ
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•!!ӊᅋ࡟ํடรቲ‫ࡥو‬எࣆՏ༐Ǆऒٌࣝࠟǅ४ཛྷ෸۶ቐᅋǈ৹௢࢙ᅳದ‫ؠ‬ӹ‫و‬෯࣠࿾௅ᅘ ຑԥༀă •!ӊํடรቲ‫و‬௠൛൥ᅘ‫ݢޚ‬ǈูԥ૙ှ໼ቌă •!৘ྩఛࣜ๻ࢲާ๖ǄDBTJP!Dpnqvufs!Dp/-!Mue/ǅ‫ڶ‬ᅢᄜ޶଼ࢪෳᅋӊդ౹ࣆದ‫ݛ‬औۚ‫ـ‬ቤࢪ ᄧಲ‫و‬ൌࠨ໎ผ‫و‬Ăࣺे‫و‬Ă‫ݛ‬๾‫ࢪو‬࿰ߔ‫و‬ຈࠀԥ‫ݘ‬ൌࠨᇖൌă‫ױ‬༶ǈ৘ྩఛࣜ๻ࢲާ ๖ǄDBTJP!Dpnqvufs!Dp/-!Mue/ǅ‫ڶ‬ᅢൌࠨٞൻሣᄜෳᅋӊդ౹ࣆದ‫ݛ‬औຑᄧಲ‫و‬ൌࠨቸ੮‫و‬ ຏెԥ‫ݘ‬ᇖൌă! !Ѡഩၙቌ! !ᇀෳᅋӊդ౹ቐ೐Ӥၙ࿺‫ڣ‬࿒ะѠഩၙቌăഋटӊํடร༫ජүߘჾӯ൓ࡍՓᆪă! ! !ኢᄌ! !‫ױ‬Ӷበӹ෸ǈ൲ྐญ‫ױ‬ӶበǈؓྥՃዷǈᅘᇒ֑൉෉ටࠀࢪ԰ྡຈ࡭‫و‬ཕ࿥ă ! !٫֠! !•!‫ࣜ׹‬๻ಹቲട‫־‬٫֠ࡍǈᄮटದ‫܅‬ᇀᅟۛे‫׋‬ԥ‫وف‬Ѡഩթຑǈჾ‫܀‬Ӈᄌ༶༠෭ă •!ԥ௢ുᅟۛे‫ف׋‬٫֠ă൲٫֠Ӈᄌ༶༠෭ǈഋ઎࣊ണყᆠंՓă •!೰ྡྷ‫ڶ‬٫֠६ှ֬٫ǈट٫֠՚ॖǈࢪു٫֠‫ଁڮ‬ă೰ྡྷു٫֠े‫ࢪࢨ׋‬ट٫಼֠ᅢ
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!Ճዷၙቌ! !•!ฑ‫״‬ෳᅋӊࣜ๻ಹቐ೐ǈӤၙ࿘Ѣ O!!ऒă •!࣊ෳࣜ๻ಹᆱዷቁիǈნᄮ‫ݡ‬୧ൻ௰‫ࡳޚ‬٫֠ქ‫״‬ă! ! ჻ࠞॳ‫و‬٫֠৹௢࢙૳ფǈԌෳࣜ๻ಹຈ࡭ࢪۢූ߆ሓă೰ྡྷट჻ࠞॳ‫و‬٫֠ૠ‫܅‬ᇀࣜ๻ ಹቲă! •!!ӊࢲ‫و؞ݛ‬٫֠ᇀኰᆱࣆ‫׈‬Ղ߹֔ቲ࢙ᅘഁཔ‫و‬٫ફဋࠞăᄜ‫ױ‬ǈದ৹௢࢙Ӕ໼ի‫و‬٫֠ ‫ޚ‬ᇍၖე‫ࡳޚ‬ă •!٫֠٫઒ԥዣ࢙‫ـ‬ቤ،‫׈‬ಹ௠൛ಈຈෑባ༾ഩ‫ڌ‬෡ăӤၙ‫ڶ‬ຑᅘቺე‫ืو‬য૙ှյဢࣝଆă •!ഋӨஊᇀུ‫وڭࣁڪ‬ٜ‫۽‬ෳᅋࢪүߘӊࣜ๻ಹă ! ! ུ‫ّ࢙߹ڪ‬ෳ࿤෸ಃ‫و‬۴ᄮ๱‫ڪ‬Ӱେǈෑባෳ࿤෸༾ഩဋ෡ǈԌຍ‫ڮ‬٫֠ณதăༀ෫ࡱഋ Өஊटࣜ๻ಹ‫܅‬ᇀቓවჀߞ࿒ǈ‫ז‬ਊ‫ݛ‬॰ǈടఓಹ‫ݛ‬॰ࢪൌࠨದຓ৹௢࢙դූ‫وུݽ‬ٜ‫۽‬ă െ࢙ෳࣜ๻ಹ‫و‬༶৷༞ඇࢪӰြǈԌຈ࡭௠ԩ٫ଁă ! •!!ഋӨஊᇀ෤‫ࢊࣆݽڪ‬ֆ‫وۂ‬ٜ‫۽‬ෳᅋࢪүߘࣜ๻ಹă ! ! ഋဏဲǈ೰ྡྷटࣜ๻ಹ‫܅‬ᇀ৹௢࢙चණๆǈࢪ෤‫ࢊࠧݽڪ‬ֆ‫وۂ‬ٜ‫۽‬ă‫ױ‬ቸ࡯অ࢙ຈ࡭௠ ԩ٫ଁă! •!!೰ྡྷുࣜ๻ಹ‫ٸ‬ମࢪෳದถ‫ف‬
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!௅ଆ! !෼೐ኼӄ!//////////////////////////////////////////////////////////////////////////////////////////////////////////// 2! ! ฑ‫״‬ෳᅋӊࣜ๻ಹቐ೐ ///!///////////////////////////////////////////////////////////////////////////////////////////////////////////////2 ᇀ ൥ࠨटࣜ๻ಹ‫཭ݒ‬ཛྷֽ෶യෛኴຢ!///////////////////////////////////////////////////////////////////////////////////////////////////2 ߔᅢӊํடร!/////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////
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ቚืࠧ‫!ืࠉืڶ‬//////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////37 ֓‫!ืࠉޗ۽֓ࠧืࠉ۽‬//////////////////////////////////////////////////////////////////////////////////////////////////////////////////////38 ዸӶӰࡳǄቓऻዸӶ ↔!!ࣁዸӶǅ!/////////////////////////////////////////////////////////////////////////////////////////////////////38 ದຓࠉื!////////////////////////////////////////////////////////////////////////////////////////////////////////////
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!ᇀ৚෶६ှࣜ๻ቐ೐ ///! !k!ࣜ๻ಹ‫و‬৚ࢲ! !Ѣ Oăࣜ๻ಹट६൩ණ‫ࢲߔ״‬෫‫ࣜو‬๻ன෷ ) ٞ 8 ო *ă !A!࿤෸ಃ‫ڶ‬Ӕ‫ٻوڪ‬ॎ! ! ߷ࡥஎණ‫و‬ዖܻௗჾ৤അǈഋ‫ٻ‬ॎ࿤෸ಃ‫ڶو‬Ӕ‫ڪ‬ă!! ൥ !2/!Ѣ !!N!)TFUVQ*d!b)Dpousbtu*!ă •!‫ױ‬෫‫ڶ‬Ӕ‫ٻڪ‬ॎࡥஎ࢙‫־‬࿦ă ! L I GHT DARK CASIO !3/!ᅋ d!!ࠧ e!!‫ٻ‬ॎ࿤෸ಃ‫ڶو‬Ӕ‫ڪ‬ă 4/!හ‫ڊ‬༾ӛࡍǈѢ A!!ࢪ !!p!)FYJU*ă! !ኢ! !‫ص‬Ѣ ,!!ऒ‫־‬࿦‫ࣜو‬๻ன෷Ե‫ة‬࿤෸෫ǈఀࡱ৹ჾෳᅋ +!!ࠧ -!!‫ٻ‬ॎ‫ڶ‬Ӕ‫ڪ‬ă ! !ቺეƽ! !࣯൥‫ٻ‬ሿ࿤෸ಃ‫ڶ‬Ӕ‫ڪ‬ǈԌས‫ݢ‬ජ࿤෸৹‫ڣ‬၂ǈᇘ࠶ᅘ৹௢ก٫઒ԥ޷ăഋ‫ࡳޚ‬٫֠ă! !A!ࣜ๻ಹ‫!ࢲߔو‬ !Ѣ !A!)PGG*ă ߔӡࣜ๻ಹ‫و‬٫ᆚࡍǈ࿒઼ืযԥ࢙‫ڌ‬෡ă!! •!!ࣜ๻ன෷ࠧහብǄٞ 8 ოǅ •!‫ؖ‬Ѧ،‫׈‬ಹǄٞ 29 ოǅ Ă‫ڢ‬઎،‫׈‬ಹǄٞ 31 ოǅĂჾࣆӰફ،‫׈‬ಹǄٞ
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‫ޢ‬௢ 7 8 Ⴁඇ ൥ࠨቖှ‫ޢݡ‬௢ A ྲྀዖǖࡆඇ ਢǖଖඇ Ѣ a!!ࡍѢ‫ױ‬ऒǄӰફ Bǅ ă ᇀ CBTF ன෷ቲǈѢ‫ױ‬ऒă LOGIC ྲྀዖǖଖඇ ᇀ CBTF ன෷ቲǈѢ‫ױ‬ऒă ! !k!࿤෸ࡥஎ! !A!พ൩ӹؕ෷Ԍࣜ๻ॕ߷! !ӊࣜ๻ಹ৹ᇀༀქ‫ࡥޔ‬எණༀ෫࿤෸ఀพ൩‫و‬ӹؕ෷ࣆࣜ๻ॕ߷ă! 2× ( 5+ 4 ) – 2× - 3 !พ൩ӹؕ෷! 24 !ࣜ๻ॕ߷! ! !A!࿤෸ܻࠟ! ! ࿦ᇀࣜ๻ಹ࿤෸ಃණ‫و‬࿒ะܻࠟӹ෸࿦ᇀ‫ࣜو‬๻ன෷ǈࣜ๻ಹ‫و‬හብࣆࣜ๻߹ٌ֔ăᇀӊ ‫־‬ ํடรቲǈĐ৚ಶđქ‫װ‬ᅋᅢӹ෸ქ‫־ܻࠟޔ‬࿦ᇀࡥஎණǈۚĐॖ‫ׅ‬đქ‫װ‬ᇘӹ෸ದဋ෡ă! ! !సӫ‫و‬෸۶ࡥஎӹ෸ 7!!ܻࠟă!! s i n ( 30 ) ! 05 ! !‫ڪص‬ǄEfhǅӇၭᇗዷཛྷയෛऻ‫཭ةڪ‬෫Ǆٞ 9 ოǅǈ!7!!ܻࠟ৚ಶăᅘߔ‫ࠆܻࠟޕ‬ᄏ‫ํو‬டǈ ഋԸᆪӊํடรቲढ़ම‫ޢޕ‬௢‫و‬ሆॎă! ! !ࣜ๻ன෷ࠧහብ! !k!ࣜ๻ன෷‫و‬ၭᇗ! !ӊࣜ๻ಹޮᅘ૥ቸĐࣜ๻ன෷đă!! !A!ࣜ
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!3/!ቖှ࿒ะՃዷቐქၭᇗຑၖე‫ࣜو‬๻ன෷ă!! ეၭᇗ‫ࣜױ‬๻ன෷ǖ Ѣ‫ױ‬ऒǖ DPNQǄᆱ๻ǅ b!)DPNQ* DNQMYǄ‫ืݒ‬ǅ c!)DNQMY* CBTFǄࢱื !* d!)CBTF* TEǄ‫ة‬Ӱફ༇ࣜǅ e!)TE* SFHǄใӰફ༇ࣜǅ f!)SFH* QSHNǄ֔ၠǅ g!)QSHN* !•!Ѣ‫ ׹‬b!!ባ g!!‫ืو‬ዖऒ৹ၭᇗ࿰ᄮன෷ǈྐଥ௅೐࿤෸‫و‬Ե‫ࡥة‬எཛྷࠨă!! ! !k!ࣜ๻ಹහብ! ! ๻ಹහብ৹ᅋᅢైብพ൩ࠧพ‫־‬හ‫ڊ‬Ăࣜ๻Ըืࣆದຓහ‫ڊ‬ăහብ৹ෳᅋහብࡥஎ६ှై ࣜ ብǈѢ !,)TFUVQ* ऒ৹‫ོ܃‬හብࡥஎă!ޮᅘ૥‫ޔ‬හብࡥஎǈᅋ d!!ࠧ e!!৹ᇀದࣺ६ ှၭࡳă! !A!ऻ‫و཭ةڪ‬ቚ‫!ڊ‬ !ᅋᅢൻऻࠉืࣜ๻‫཭ةڪऻو‬৹ჾቚ‫ڊ‬ཛྷ‫ڪ‬ǈ࡙‫ڪܖ҇ࢪڪ‬ă π !):1˚!>!!! !࡙‫!>!ڪ‬211 ҇‫ڪܖ‬ǅ ! !3 ! ! ऻ‫཭ةڪ‬ ቖှ‫ױ‬ऒՃዷǖ ‫ڪ‬ !,!b!)Efh* ࡙‫ڪ‬ !,!c!)Sbe* ҇‫ڪܖ‬ !,!d!
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–1 !۶ઋǖ1 ÷ 7 = 1.4286 × 10 –1 1.429 × 10 (Sci = 5) (Sci = 4)! •!!ၭᇗ Opsn2 ࢪ Opsn3 ࡍǈ‫ࣜص‬๻ॕ߷ᇀ࿒෸۶ཙቐ௠෫ǈದटჾቚืࣝืۨ࿤෸ă ! –2 10 –9 10 !Norm1:!10 > x , x > 10 Norm2:!10 > x , x > 10 ۶ઋǖ100 ÷ 7 = 14.28571429 –3 1 ÷ 200 = 5. × 10 0.
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!๻෷ࠧื቗‫و‬พ൩! !k!๻෷‫و‬พ൩Ǆዔഹพ൩ǅ ! ! ᅋӊࣜ๻ಹ‫و‬ዔഹพ൩࿅༇৹ဃฐဢქჅพ൩๻෷ǈԌѢ w ቖှă!ࣜ๻ಹዔ‫ڑ‬ৈ‫ࣩۨڊ‬Ă ෳ ऋۨĂ֓ۨĂ‫ׅۨ‬Ăࠉืࣆਸ਼ࠟ‫و‬ቁവᅍ࿘๋ၠă! !۶ઋǖ2 × (5 + 4) – 2 × (–3) =!! ! 2*(5+4)2*-3w 2× ( 5+ 4 ) – 2× - 3 24 !A!‫؞‬ਸ਼ࠟ৶ၳࠉื‫و‬พ൩ )tjo-!dpt-!'!ǈٌǅ! !ӊࣜ๻ಹ৹พ൩࿒઼‫؞‬ਸ਼ࠟ‫و‬৶ၳࠉืăഋኢᄌǈᇀพ൩ԸืࡍǈӤၙѢ )!!ߔӡਸ਼ࠟă!! –1 –1 –1 –1 –1 –1 sin(, cos(, tan(, sin (, cos (, tan (, sinh(, cosh(, tanh(, sinh (, cosh (, tanh (, log(, ln(, e^(, 10^(, '(, 3'(, Abs(, Pol(, Rec(, arg(, Conjg(, Not(, Neg(, Rnd( !۶ઋǖsin 30 =!! s30)w s i n ( 30 ) 05 !A!֓ࠟ‫و‬ෛଞ !
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!A!ࡥஎ‫و‬ዳᅚি‫!!ڑ‬ ! ൩ࠆᅘ 27 ‫ޔ‬ዖܻჾණ‫و‬๻ืӹؕ෷टෳࡥஎዔ‫ڑ‬ি‫ڑ‬ǈᇒ֑ӹؕ෷‫و‬ქԩ‫ܖ‬ჰ‫ࡥ־‬எăࡥ พ எዳӫණ‫و‬Đb!đܻࠟӹ෸ࡥஎ‫و‬ዳӫࡱᅘསӹ෸‫ืوੂ־‬যă!! 12345 + 12345 + 12345 !พ൩ӹؕ෷! 345 + 12345 + 12345I ࿤෸‫و‬ӹؕ෷! !ߞӶ! •!‫ ص‬b!!ܻࠟ‫־‬࿦ᇀࡥஎණ෫ǈ৹ჾෳᅋ d!!ऒဂዳჰ‫ߞڑ‬ӶԌি‫ࡥڑ‬எă •!ဂዳি‫࢙ڑ‬ෳӹؕ෷‫و‬ქԩ‫ܖ‬ᄑ‫ࡥ־‬எ‫و‬ᅚՊǈ‫ױ‬෫ \!!ܻ࢙ࠟ‫־‬࿦ᇀᅚՊă‫־ܻࠟ!!\ ص‬ ࿦ᇀࡥஎණ෫ǈ৹ჾෳᅋ e!!ऒဂᅚჰ‫ߞڑ‬ӶԌি‫ࡥڑ‬எă •!ఀࡱ৹ჾѢ f!!໮ባӹؕ෷‫و‬৚་ǈࢪѢ c!!໮ባயཤă! !A!พ൩‫و‬ዖܻืǄዖॎǅ! ! ఀพ൩ืၳӹؕ෷෫ǈದटү،ᇀ֎ཛྷĐพ൩ഘđ‫و‬،‫׈‬ഘቲǈ‫ױ‬พ൩ഘ‫و‬൛ફཛྷ :: ዖॎă ‫ص‬ ნটกํǈᇀქ‫ืޔ‬ၳӹؕ෷ቲዮ‫ۂ‬௢พ൩ :: ዖॎ‫و‬ዖܻă !ǅࢪ࠻໫Ǆ!!*ă‫ص‬พ൩ഘ‫و‬ෝᅨ൛ ໼իǈӹ෸‫ص‬೐พ൩཭
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D 369 × 1I 2 369 × 12I !A!ऒՃዷ‫و‬ක‫!ׅ‬ !ᇀՏ൩ன෷࿒ǈᅋ d!!ࠧ e!!टߞӶჰ‫ڑ‬ባఀეක‫وׅ‬ऒՃዷ‫و‬ᅚՊǈഹࡍѢ Dă!ᇀ‫ݥݐ‬ ன෷࿒ǈटߞӶჰ‫ڑ‬ባఀეක‫وׅ‬ऒՃዷ཭ብǈഹࡍѢ Dă!Ѣ D!!ქ‫״‬৹ක‫ׅ‬ქ‫ޔ‬ऒՃዷă!! !۶ઋǖ!ე‫ޚ‬ቁ!47:!ġġ!23!ෳದӰཛྷ!47:!ġ!23!෫! !Տ൩ன෷! 369**12 369 ×× 12I dd 369 ××I12 D ! 369 ×I12 !‫ݥݐ‬ன෷! 369**12 369 ×× 12 ddd 369 ×× 12 D 369 × 12 !A!ӹؕ෷ቲऒՃዷ‫و‬Ӭࣃ! !ᇀՏ൩ன෷࿒ǈᅋ d!!ࠧ e!!टߞӶჰ‫ڑ‬ባఀეӬࣃ‫و‬ऒՃዷ‫و‬ᅚՊǈѢ D!!टದක‫ׅ‬ǈഹ ࡍቖှቁവ‫و‬ऒՃዷăᇀ‫ݥݐ‬ன෷࿒ǈटߞӶჰ‫ڑ‬ባఀე‫ޚ‬ቁ‫و‬ऒՃዷ཭ብǈഹࡍቖှቁവ ‫و‬ऒՃዷă!! !۶ઋǖ!ე‫ޚ‬ቁ dpt)71* ෳದӰཛྷ tjo)71* ෫! !Տ൩ன෷!! c60) cos ( 60 )I dddD I6
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!A!൥ࠨᇀӹؕ෷ቲՏ൩ऒՃዷ! ! ᇀӹؕ෷ቲՏ൩ऒՃዷ෫ӤၙၭᇗՏ൩ன෷ăᅋ d!!ࠧ e!!टߞӶჰ‫ڑ‬ባეՏ൩ऒՃዷ‫و‬ ე ཭ብǈഹࡍ६ှऒՃዷă!! ! !k!ؓྥ཭ብ‫و‬Փሖ! ! ߷๻෷ԥቁവǈ‫ص‬ఀѢ w!!ቖှ๻෷෫ǈؓྥဳྲट‫־‬࿦ᇀࡥஎණăؓྥဳྲ‫־‬࿦ࡍǈѢ ൥ d!!ࢪ e!!ऒ৹ෳߞӶ໮ባ๻෷ቲդූؓྥ‫཭و‬ብ‫׌‬ǈჾӯఀ‫ޚ‬ቁă!! !۶ઋǖ!‫ص‬ఀეพ൩ 25!Ģ!21!ġ!3!>ǈലพ൩ષ 25!Ģ!1!ġ!3!> ෫ Ǆ࿒ઋෳᅋՏ൩ன෷ăǅ! 14/0*2w e!!ࢪ d Mat h ERROR 14 ÷ 0I×2 !ؓྥ཭ብ! d1 w 14 ÷ 1I0×2 14 ÷ 10 × 2 28 ! !•!ؓྥဳྲ‫־‬࿦ࡍǈ‫ׅ‬Ѣ e!!ࢪ d!!Փሖؓྥ཭ብቐ༶ǈఀࡱ৹ჾѢ A!!അ‫ׅࣜ‬๻ă!! !ࢱӊࣜ๻! !‫܇ׅ‬૙ှኢடǈӊॎढ़ම‫ࣜو‬๻৹ᇀࣜ๻ಹ‫و‬ൌࠨࣜ๻ன෷ቲ६ှǈ‫ د‬CBTF ன෷‫ׅ‬༶ă! !k!๜ᇘᆱ๻! !๜ᇘᆱ๻৹ᅋᅢ६ှࣩǄ+!*-!ऋ )-!*-!֓ )*!*-!‫) ׅ‬/!* ࣜ๻ă!
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!k!‫!ืܖ‬ !‫ืܖ‬ෳᅋቚ‫ *!{) ܻޒܖوڊ‬พ൩ă! ऒՃዷ ࡥஎ 7{3 7$3 ࣯‫ืܖ‬ ‫ܖ‬ዓ!!!!!!‫ܖ‬ா 2{1{3 2$1$3 ‫ืܖ؞‬ ሿื!!!!!!!!!!!!!‫ܖ‬ዓ!!!!!!!!!!!!!‫ܖ‬ா !ኢ! !•!ᇀֽ෶യෛහ‫ڊ‬࿒ǈ‫ืܖ‬ჾ‫ืܖ؞‬ြ෷ӹ෸ă •!‫ࣜืܖ‬๻ॕ߷ᇀӹ෸೐टዔ‫ڑ‬Ӈᆢ‫ܖ‬ăઋ൥ǈ६ှ!3!{!!5!> ‫ࣜو‬๻෫ǈॕ߷ट࿤෸ཛྷ!2!{!!3ă ! !A!‫ࣜืܖ‬๻۶ઋ! !۶ઋ 2ǖ!3 ! 1 2 11 +1 =4 ! 4 3 12! 3$1$4+ 1$2$3w !۶ઋ 3ǖ4 – 3 ! 1 1 = ! 2 2! 4-3$1$2w 2 1 3{1{4 + 1{2{3 4{11{12 4 – 3{1{2 1{2 7 !۶ઋ 4ǖ = Ǆ‫ืܖ‬࿤෸ြ෷ǖ + ! e0d*! 3 2 6! ! 2$3+1$2w! 2{3 + 1{2 7{6 !ኢ! •!!൥߷‫ࣜืܖ‬๻ॕ߷‫ޕ‬ԩ‫ܖ‬Ǆሿื , ‫ܖ‬ዓ , ‫ܖ‬ா , ‫ܻޒܖ‬ǅ‫و‬ዜ཭ืմ߹ 2
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1{1{2 $ !൥߷‫ืܖ࣯ࢪืܖ؞‬࿤෸ǈᇘӹ෸‫ص‬೐‫و‬࿤෸ြ෷හ‫ڊ‬ཛྷ‫ืܖ‬ြ෷ă!! 15 $ !ኢ! ! ߷‫ޕืܖ‬ԩ‫ܖ‬Ǆሿื , ‫ܖ‬ዓ , ‫ܖ‬ா , ‫ܻޒܖ‬ǅ‫و‬ዜ཭ืմ߹ 21 ཭ǈᇘࣜ๻ಹԥ௢‫׹‬ဏืြ ൥ ෷Ӱࡳཛྷ‫ืܖ‬ြ෷ă!! ! !k!҇‫ܖ‬Ӕࣜ๻! ! ൩ქ‫ืޔ‬቗ࡍพ൩҇‫ *&) ࠟܖ‬৹ෳ‫ืݡ‬቗Ӱཛྷ҇‫ืܖ‬ă҇‫ *&) ࠟܖ‬ෳᅋದ೐எ‫ืو‬቗ዷཛྷ พ Ըืǈದቝกट‫ืݡ‬቗‫ׅ‬ჾ 211 ‫ืܖ҇فه‬ă!! !A!҇‫ܖ‬Ӕࣜ๻۶ઋ! !۶ઋ 2ǖ2 % = 0.
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!۶ઋ 8ǖ!൥߷ट 411 ৻ࣩባՌฎჅӊᆓቺ‫ و‬611 ৻ණǈᇘዜቺફกᆓቺફ‫ܖ҇و‬ቐ࣎Ǜ!! ! (500+300) /500!(!(%)w ( 500 + 300 ) ÷ 500% 160 !۶ઋ 9ǖ!‫ืص‬቗‫ ׹‬51 ᇜࣩ‫ ف‬57 ෫ǈӰࡧଔཛྷ‫ۂ‬ඵǛᇜࣩ‫ ف‬59 ෫௞Ǜ !Տ൩ன෷!! (46-40)/40 !(!(%)w eeeeY8w ( 46 – 40 ) ÷ 40% 15 ( 48 – 40 ) ÷ 40% 20 ! !k!‫ܖڪ‬ஓǄ૥෨६ቨǅࣜ๻! !ఀ৹ჾෳᅋ૥෨६ቨื቗६ှࣜ๻ǈࡱ৹ჾᇀ૥෨६ቨᅳ෨६ቨቐࣺࡳ๻ă!! !A!૥෨६ቨื቗‫و‬พ൩! !࿒எढ़මพ൩૥෨६ቨื቗‫ࢱو‬ӊশۨă!! !| ‫!~ ڪ‬$!!| ‫!~ ܖ‬$!!| ஓ ~!$!! !۶ઋǖ!!ეพ൩ 3°41´41˝ ෫! 2$30$30$w ! 2 ˚ 30 ˚ 30 ˚ 2 ˚ 30 ˚ 30 •!!ഋኢᄌǈ‫ܖࣆڪ‬Ӥၙพ൩ᅘื቗ǈ࣊ෳದཛྷ૏ă!! !۶ઋǖეพ൩ 1°11´41˝ ෫ǈഋѢ 0!$!0!$!30!$ă! !A!૥෨६ቨࣜ๻
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!A!૥෨६ቨᅳ෨६ቨࣺ‫ࡳو‬๻! !‫ࣜص‬๻ॕ߷࿤෸෫ǈѢ $!!৹ᇀ૥෨६ቨᅳ෨६ቨࣺࡳ๻ื቗ă!! !۶ઋǖ!ეट 3/366 ࡳ๻ཛྷ૥෨६ቨ෫! 2255 2 ˚ 15˚ 18 2255 2.
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۶ઋǖ4 × 3 + 2.5 = 14.5 4 × 3 – 7.1 = 4.9 4*3+2.5w ! d ! DDDD ! -7.1w 4×3+ 2 . 5 145 4 × 3 + 2 . 5I 145 4 × 3I 145 4×3 –7 .
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!A!൥ࠨᇀઘၦࣜ๻ቲዔ‫ڑ‬Տ൩ Bot!! ! ණ‫ࣜ״‬๻‫و‬ॕ߷ࡱ࿤෸ᇀࡥஎණ෫৚෶ူ‫و‬ქ‫ࣜ״‬๻ǈࣜ๻ಹटዔ‫ڑ‬ѿ Bot Տ൩ူࣜ๻‫و‬ ‫ص‬ ࿰ᄮ཭ብă! !۶ઋ 2ǖ!ეट 4!ġ!5 ‫ࣜو‬๻ॕ߷‫ׅ‬ჾ 41 ෫! 3*4w ! Ǆഹࡍǅ/30w ! 3×4 12 Ans ÷ 30 04 ! !Ѣ /!!৹ዔ‫ڑ‬พ൩ Botă! !3 3 ! !۶ઋ 3ǖ!ეࣜ๻ 4 !,!5 ‫و‬ॕ߷‫و‬౿‫ޗ۽‬෫! ! 3x+4xw 9w 3 2 +4 2 25 '( Ans 5 !ኢ! •!൥ණઋຑ෸ǈ‫ࣜص‬๻ॕ߷࿤෸ᇀࡥஎණ෫ǈࣜ๻ಹዔ‫ڑ‬ट Bot ዷཛྷఀพ൩‫و‬ൌࠨᆱ๻ዓࢪ ৶ၳࠉื‫و‬Ըืพ൩ă •!‫ڶ‬ᅢ‫؞‬ᅘਸ਼ࠟԸื‫ืࠉو‬Ǆٞ 21 ოǅ ǈ‫ص‬ఀቝพ൩ࠉืࡍѢ w ෫ǈBot ԯዔ‫ڑ‬ӰཛྷԸืă! •!ᄜ‫ױ‬ǈቝᅘ‫ص‬ණ‫ࣜ״‬๻‫و‬ॕ߷࿤෸ᇀࡥஎණ෫ǈნটกํ‫ݳݳ‬ॕาණ‫ࣜ״‬๻ࡍǈBot ԯ࢙ ዔ‫ڑ‬Տ൩ăᅘߔ໼߹Ѣ K!!ऒᇀࣜ๻ቲฐ‫ڑ‬Տ൩ Bot ‫ํو‬டǈഋԸᆪ࿒ქॎă! !A!൥
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9K)+5w '( Ans ) + 5 10 !k!‫ڢ‬઎،‫׈‬ಹ‫و‬ෳᅋ! ! ઎،‫׈‬ಹ )N* ኙეᅋᅢࣜ๻੩ࢵዜࠧă ‫ڢ‬ ࡥஎණ‫־‬࿦ N ܻࠟ෫ǈӹ෸‫ڢ‬઎،‫׈‬ಹቲ،ᅘ‫܇‬૏‫ืو‬቗ă!! !N ܻࠟ! ! ! 10M+ 10 ! !A!൥ࠨᇀ‫ڢ‬઎،‫׈‬ಹቲࣩ൩ื቗! !‫ص‬ఀพ൩‫ืو‬቗ࢪࣜ๻ॕ߷࿤෸ᇀࡥஎණ෫ǈѢ m!!৹ट‫ืݡ‬቗ࣩ൩‫ڢ‬઎،‫׈‬ಹ )N* ቲă!! !۶ઋǖ!ეट 216!Ģ!4 ‫ࣜو‬๻ॕ߷ࣩ൩‫ڢ‬઎،‫׈‬ಹ )N* ቲ෫! ! 105/3m 105 ÷ 3M+ 35 !A!൥ࠨ‫ڢ׹‬઎،‫׈‬ಹऋണื቗! !‫ص‬ఀพ൩‫ืو‬቗ࢪࣜ๻ॕ߷࿤෸ᇀࡥஎණ෫ǈ Ѣ 1m!)Nǉ* ৹‫ڢ׹‬઎،‫׈‬ಹ )N* ऋണ‫ืݡ‬቗ă!! !۶ઋǖ!!ე‫ڢ׹‬઎،‫׈‬ಹ )N* ऋണ 4!ġ!3!‫ࣜو‬๻ॕ߷෫! ! 3*21m(M–)! 3 × 2M– 6 !ኢ! ! ࣜ๻ॕ߷࿤෸ᇀࡥஎණ෫ǈѢ m!!ࢪ 1m!)Nǉ* ৹ट‫ืݡ‬቗ࣩ൩‫ڢ‬઎،‫׈‬ಹቲࢪ‫ڢ׹‬઎ ‫ص‬ ،‫׈‬ಹ
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!۶ઋǖ!! ! −) 23+9m 23 + 9 = 32 53 – 6 = 47 53-6m 45 × 2 = 90 45*21m(M–) 99/3m! 99 ÷ 3 = 33 ! ! tm(M) Ǆࠩࣜǅ!22 ! ! Ǆ‫ ־ٻ‬N ‫ืو‬቗ăǅ! !k!Ӱફ‫و‬ෳᅋ! !ӊࣜ๻ಹӄᅘணཛྷ BĂCĂDĂEĂY ࣆ Z ‫و‬૥‫ޔ‬Ӱફǈ৹ᇀၖე෫ᅋᅢү،ื቗ă!! !A!൥ࠨटื቗ࢪࣜ๻ॕ߷‫ޖݑ‬Ӱફ! !ഋෳᅋ࿒ะՃዷटื቗ࢪࣜ๻෷‫ޖݑ‬Ӱફă! !۶ઋǖ!ეट 4!,!6 ‫ޖݑ‬Ӱફ B ෫ 3+5!1t!)TUP*-!)B*! !A!൥ࠨՓ৤‫ޖݑ‬Ӱફ‫ืو‬቗!! !ეՓ৤‫ޖݑ‬Ӱફ‫ืو‬቗෫ǈഋѢ t!!ࡍቚ‫ڊ‬Ӱફணă!! !۶ઋǖ!ეՓ৤‫ޖݑ‬Ӱફ B ‫ืو‬቗෫ t!-!)B*! !A!൥ࠨᇀࣜ๻ቲෳᅋӰફ! !ఀ৹ჾဃෳᅋื቗ქჅᇀࣜ๻ቲෳᅋӰફă! !۶ઋǖ!ეࣜ๻ 6!,!B ෫ 5+!a-!)B*w!! !A!൥ࠨഅ‫ׅ‬Ӱફቲ‫ืو‬቗Ǆባ 1ǅ! !۶ઋǖ!ეഅ‫ׅ‬Ӱફ B ෫ 0!1t!)TUP*-!)B*! !
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!k!൥ࠨഅ‫ׅ‬ຑᅘ،‫׈‬ಹቲ‫و‬௠൛! !ეഅ‫ڢׅ‬઎،‫׈‬ಹĂӰફ،‫׈‬ಹჾࣆ‫ؖ‬Ѧ،‫׈‬ಹቲ‫و‬௠൛෫ǈഋቖှ࿒ะऒՃዷă!! !1!9!(CLR)1!(Mem)w!! •!ԥ࿻അ‫ׅࣜ‬๻ಹ‫و‬හ‫ڊ‬෫ǈഋᇀණะՃዷቲѢ A!!ۚԥѢ wă! ! !൥ࠨෳᅋ π!-!e!ࠧ৶ၳիื! !k!ᆘቾଔ )π!* ࠧዔഹ‫وืڶ‬ٛ e!! ! ࣜ๻ಹ৹ჾᇀࣜ๻ቲพ൩ᆘቾଔ )π!* ࠧዔഹ‫وืڶ‬ٛ e!ăπ!!ࠧ e!৹ჾᇀຑᅘன෷ቲෳᅋǈ‫د‬ ӊ CBTF ன෷‫ׅ‬༶ă࿒෸ཛྷӊࣜ๻ಹ‫ޕ‬௠Ղիื‫و‬቗ă!! !π = 3.14159265358980 (1e(π)) e = 2.
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!A!ෳᅋ৶ၳիื‫ࣜو‬๻۶ઋ! !۶ઋ 2ǖ!ეพ൩ሪਅቲ‫ߞو‬๱իื෫!! ! 17(CONST) dddd4(c0)E C0 299792458 ! !۶ઋ 3ǖ!ეࣜ๻ሪਅቲ‫ߞو‬๱෫Ǆ c0 = 1/ ε 0µ 0 *! !! 1/9! ! 1 ÷'(I 0 17(CONST) ddd4(ε0!)! 1 ÷'( ε0I 17!(CONST) dd1(!ƫ!0!)) 1 ÷'( ε 0 μ0 )I E 0 0 1 ÷'( ε 0 μ0 ) 299792458 !A!৶ၳիืӹ! ! ĐӬࠟđ੆ቲ‫و‬Ӭࠟǈዳӫ‫ืو‬ዖཛྷ৶ၳիืԵ‫وة‬ოࠟǈۚᅚӫ‫ืو‬ዖཛྷ࿰ᄮ‫و‬Ե‫ة‬࿤ ᇀ ෸෫ཛྷၭᇗիืఀၖეѢ‫ืو‬ዖऒă!! Ӭࠟ ৶ၳիื ܻࠟ ื቗ ‫཭ة‬ –27 kg –27 kg –31 kg –28 kg 2.2 ቬዓ‫و‬ቬફ mp 1.67262171×10 2.3 ቲዓ‫و‬ቬફ mn 1.67492728×10 2.4 ٫ዓ‫و‬ቬફ me 9.1093826×10 2.
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Ӭࠟ ৶ၳիื ܻࠟ ื቗ ‫཭ة‬ –15 5.3 ቬዓ‫و‬৥ಗ‫ڻ‬Ԓլ λcp 1.3214098555×10 5.4 ቲዓ‫و‬৥ಗ‫ڻ‬Ԓլ λcn 1.3195909067×10 5.5 ੽‫ن‬Ԙիื R∞ 6.2 ᆓዓቬફ‫཭ة‬ u 1.66053886×10 6.3 ቬዓ‫׫‬প µp 1.41060671×10 JT –1 –26 JT –1 –26 JT –1 –26 JT –1 µe –928.476412×10 ቲዓ‫׫‬প µn –0.96623645×10 7.3 ۨ਻ٞիื F 7.4 ᆐ٫ࠣ e 7.5 ѐܼࣩ‫ن‬ନիื NA 8.2 ԍ‫۝‬ወ୆իื 8.3 ੻࿻಺໛‫و‬஬‫۝‬໛ࢵ k Vm –4.49044799×10 96485.3383 C 23 mol JK –3 m mol 22.413996×10 ஬‫಺۝‬໛իื R ሪਅቲ‫ߞو‬๱ C0 9.2 ٞქ‫܅‬වիื C1 9.3 ٞ۠‫܅‬වիื C2 1.
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•!ეቲ‫ڱ‬ቁᇀ६ှ‫ࣜو‬๻෫ǈഋѢ Aă! !ߔᅢ৶ၳࠉื‫و‬শۨ! •!!‫ؠ‬ӹࠉืԸื‫ྲྀو‬ዖਸ਼ᇀ‫ؙ‬ਸ਼ࠟ )|!~* ቲăԸื໼իཛྷ | ื቗ ~ ࢪ | ӹؕ෷ ~ă •!‫ؙص‬ਸ਼ࠟ )|!~* ‫و‬༶எᅞਸ਼ᅘᆘਸ਼ࠟ෫ǈದӹ෸ᇀᆘਸ਼ࠟ௠พ൩‫و‬ຑᅘ࿾௅োཛྷத૚ă ! !k!ൻऻࠧ۴ൻऻࠉื –1 –1 –1 sin(, cos(, tan(, sin (, cos (, tan ( !A!শۨࠧพ൩! –1 –1 –1 !sin({n}), cos({n}), tan({n}), sin ({n}), cos ({n}), tan ({n})!! –1 !۶ઋǖsin 30 = 0.5, sin 0.5 = 30!Ǆऻ‫཭ةڪ‬ǖEfh*! ! s30)w –1 1s(sin )0.5)w s i n ( 30 ) 05 s i n –1 ( 0.
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!k!ใച࿯ࠧ۴ใച࿯ࠉื! –1 –1 –1 sinh(, cosh(, tanh(, sinh (, cosh (, tanh ( A!শۨࠧพ൩ –1 –1 –1 sinh({n}), cosh({n}), tanh({n}), sinh ({n}), cosh ({n}), tanh ({n})!! !۶ઋǖsinh 1 = 1.175201194!! ws(sinh)1)E s i nh ( 1 ) 1175201194 !A!ኢ! •!Ѣ w!!ቚ‫ڊ‬ใച࿯ࠉืࢪѢ 1w!!ቚ‫ڊ‬۴ใച࿯ࠉืࡍǈѢ s!-!c!ࢪ tă! •!ሦဗࠉื৹ჾᇀ DNQMY ன෷ቲෳᅋǈ‫د‬Ըืԥ௢ෳᅋ‫ืݒ‬ă!! ! !k!ቚืࠧ‫!ืࠉืڶ‬ 10^(, e^(, log(, ln(, !A!শۨࠧพ൩! ! !10^({n}) .......................... 10 n ! ǄༀჅคᅋᅢ e!_)ă* log({n}) ...........................
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!k!֓‫!ืࠉޗ۽֓ࠧืࠉ۽‬ x2, x3, x–1, ^(, '(, 3'(, x'( !A!শۨࠧพ൩! ! 2 2 3 3 ) ઎‫* ۽‬ {n} x ............................. {n} !! –1 –1 ) ‫* ืؽ‬ {(m)}^({n}) ....................... {m} n ! ) ֓‫* ۽‬ '({n}) .......................... {n}!! 3 3 '({n}) ......................... {n}! ) ౿‫* ޗ۽‬ !{n} x ............................... {n} !! ) ౿‫* ۽‬ {n} x ............................... {n} ! { }! ) ઎‫* ޗ۽‬ { } ({m})x'({n}) ..................
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!A!শۨࠧพ൩! !ቓऻዸӶӰࡳཛྷࣁዸӶ )Qpm*! !Pol(x, y)!! x!ǖቓऻዸӶ x!቗ ! y!ǖቓऻዸӶ y!቗! ! ! !ࣁዸӶӰࡳཛྷቓऻዸӶ )Sfd*! !Rec(r, Ƨ)!! r!ǖࣁዸӶ r!቗ ! Ƨ!ǖࣁዸӶ Ƨ!቗! ! ! !۶ઋ 2ǖ!ეटቓऻዸӶ )' !3-!' !3!* ӰࡳཛྷࣁዸӶ෫!Ǆऻ‫཭ةڪ‬ǖEfh* ! ! 1+(Pol)92) ,92))E ! ! t,(Y)! Ƨ ‫و‬቗ !* ǄՓ৤ ! Po l ('( 2 ) ,'( 2 ) ) 2 Y 45 ! !۶ઋ 3ǖ!ეटࣁዸӶ )3-!41˚* ӰࡳཛྷቓऻዸӶ෫!!Ǆऻ‫཭ةڪ‬ǖEfh*! 1-(Rec)2, 30)E ! t,(Y)! y ‫و‬቗ !* ǄՓ৤ ! ! Rec ( 2, 30 ) 1732050808 Y 1 !A!ኢ! !•!ሦဗࠉื৹ჾᇀ DPNQǈTE ࣆ SFH ன෷ቲෳᅋă •!ࣜ๻ॕ߷ቝӹ෸ٞქ‫ ޔ‬r!቗ࢪ x!቗ă •!ࣜ๻ॕ߷‫!و‬r!቗Ǆࢪ x!቗ǅӇ‫ޖݑ‬Ӱફ Yǈۚ Ƨ!቗Ǆࢪ y!቗ǅӇ‫ޖݑ‬
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!k!ದຓࠉื! x!, Abs(, Ran#, nPr, nCr, Rnd( !!x!"-!n!Qr!ࣆ n!Dr!ࠉื৹ჾᇀ DNQMY ன෷ቲෳᅋǈ‫د‬Ըืԥ௢ෳᅋ‫ืݒ‬ă!! !A!ो֓ )"*! !শۨǖ{n}! ({n} Ӥၙกქ‫ޔ‬ዔഹืࢪ 1ă*! !۶ઋǖ(5 + 3)!!! (5+3) 1X(x!)E (5+3 ) ! 40320 ! !A!৊‫ڶ‬቗ )Bct*! ! ှ෯ืࣜ๻෫ǈᅋ Bct) ৹‫فه‬ქґ‫و‬৊‫ڶ‬቗ă‫ืࠉױ‬৹ᇀ DNQMY ன෷ቲෳᅋǈࣜ๻‫ืݒ‬ ६ ‫و‬৊‫ڶ‬቗Ǆ‫ؙ‬ဏǅăᅘߔ࿺ഉഋԸᆪٞ 43 ოණ‫و‬Đ‫ࣜืݒ‬๻đქॎă! !শۨǖAbs({n})! !۶ઋǖAbs (2 – 7) = 5!! 1)!(Abs)2-7)E Abs ( 2 – 7 ) 5 ! !A!๾ࢲื )Sbo$*! ! ࠉืդූൻ཭ဏื )1/111 ባ 1/:::* ‫و‬ལ๾ࢲืăᅑᅢದԥၖეԸืǈຑჾ৹ჾဃӰફქჅ ‫ױ‬ ෳᅋă! !শۨǖ!Ran#!! !۶ઋǖ!ეෳᅋ 2111Sbo$ ട‫ه‬ൻ‫ ޔ‬4 ཭ื‫و‬๾ࢲื෫ă!
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!A!఩઼ )n!Qr!*!0 ዩࠩ )n!Dr!*! !শۨǖ{n}P{m}, {n}C{m}! !۶ઋǖ!‫ڶ‬ᅢქ‫ ޔ‬21 ൉‫و‬ዩǈ5 ‫ޔ‬൉‫و‬఩઼ࠧዩࠩ‫ޕ‬ᅘ‫ۂ‬ඵቸǛ! ! 101*(nPr)!4E ! 101/(nCr)4E 10P4 5040 10C4 210 !A!ල൩ࠉื )Soe*! ! ߹टื቗ǈӹؕ෷ࢪࣜ๻ॕ߷ቚ‫ڊ‬ཛྷԸืǈఀ৹ჾෳᅋල൩ࠉื )Soe* ‫ڶ‬ದ६ှල൩ăල൩ ໼ ࠉื‫ޗ‬য࿤෸཭ืහ‫ڊ‬टื቗ල൩ባᅘပ཭ืă!! !Opsn2 ࢪ Opsn3 ‫و‬ල൩! !ཤืӇල൩ባ 21 ཭ืă!! !Gjy ࢪ Tdj ‫و‬ල൩! !ื቗Ӈල൩ባቚ‫ื཭وڊ‬ă!! !۶ઋǖ200 ÷ 7 × 14 = 400 200/7*14E 200 ÷ 7 × 14 400 Ǆ4 ! ཭ဏืǅ! ! 1Ne1(Fix)3 200 ÷ 7 × 14 400000 ! Ǆ௠ԩࣜ๻ෳᅋ ! 26 ཭ืăǅ! ! 200/7E *14E 200 ÷ 7 28571 Ans × 14 400000 ! !࿦ᇀෳᅋල൩ࠉื
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*14E Ǆල൩ॕ߷ǅ ! Ans × 14 399994 ! !൥ࠨෳᅋ 21!4!‫ޠ‬ၳࣝืۨǄFOHǅ! ! ၳࣝืۨ )FOH* ჾქ‫ ޔ‬2 ባ 21 ቐࣺ‫و‬ቁืᅳქ‫ ޔ‬21 ‫ و‬4 ‫ࢵ֓و۽״‬ӹ෸ื቗ăޮᅘ઩ቸ ‫ޠ‬ ‫ޠ‬ၳࣝืۨǈFOH /!!ࠧ FOH,ă! ‫ޢ‬௢ ऒՃዷ FOH/ !W!! FOH, 1W!),!* ! k!FOH ࣜ๻۶ઋ! !۶ઋ 2ǖ!ეෳᅋ FOH/ ჾ‫ޠ‬ၳࣝืۨӹ෸ 2345 ෫!! ! ! 1234E W W 1234 1234 1234 1234 1234 03 1234 00 !۶ઋ 3ǖ!ეෳᅋ FOH, ჾ‫ޠ‬ၳࣝืۨӹ෸ 234 ෫!! ! ! 123E 1W!),!* 1W!),!* ! Ck-31 123 123 123 123 0123 03 0000123 06
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!‫ࣜืݒ‬๻ǄDNQMYǅ! !ე६ှᇀӊॎቲढ़ම‫و‬෸۶Ճዷ෫ǈฑ࿘ၭᇗ DNQMY!)N!2!* ዷཛྷࣜ๻ன෷ă!! !k!‫وืݒ‬พ൩! !A!൥ࠨพ൩ၗื )i!*! ! DNQMY ன෷ቲǈW!ऒᅋᅢพ൩ၗื i!ă‫ص‬ෳᅋቓऻዸӶြ෷ )a!,b!i!* พ൩‫ืݒ‬෫ഋෳᅋ ᇀ W!)i!*ă! !۶ઋǖ!ეพ൩ 3!,!4i ෫!! 2+3W!)i!* 2 + 3 iI 51-!)∠!*30 5 30I !A!൥ࠨෳᅋࣁዸӶြ෷พ൩‫ืݒ‬቗! !‫ืݒ‬ნ৹ჾෳᅋࣁዸӶြ෷ )r!∠!!Ƨ!* ६ှพ൩ă! !۶ઋǖ!ეพ൩ 6!∠!!41!෫ !ቺეƽ!! !พ൩ܸऻ Ƨ ෫ǈ!ഋ‫ޗ‬যࣜ๻ಹ‫ص‬೐‫و‬യෛऻ‫཭ةڪ‬හ‫ڊ‬พ൩ӹ෸ऻ‫ืوڪ‬቗ă! ! !k!‫ࣜืݒ‬๻ॕ߷‫و‬࿤෸! ! ࣜ๻դූ‫ืݒ‬ॕ߷෫ǈS⇔!I!ܻࠟ࿤෸ᇀࡥஎ‫و‬ᅚණऻǈԌೲ෯ืԩฑ࿘‫־‬࿦ăეयໜ࿤෸ ‫ص‬ ෯ืԩࣆၗืԩ෫ǈഋѢ 1E!)Sf⇔!Jn*ă ! !۶ઋǖ!ეพ൩ 3!,!2i!Ԍ࿤෸ದࣜ๻ॕ߷෫! !ᇀ৚෶ࣜ๻ቐ೐ǈఀၖეቖှ࿒ะՃዷट‫ืݒ‬࿤෸හ‫
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!A!‫ࣜืݒ‬๻ॕ߷‫و‬യෛ࿤෸ြ෷! !ఀ৹ჾၭᇗቓऻዸӶြ෷ࢪࣁዸӶြ෷࿤෸‫ࣜืݒ‬๻ॕ߷ă!! !ၗืኃ! ! ၗืኃ! r /u a + bi b ! ! ! ! ! o a !෯ืኃ! ෯ืኃ! o ቓऻዸӶ! ࣁዸӶ! ! !ഋᅋහብࡥஎቚ‫ڊ‬ຑၖე‫و‬യෛ࿤෸ြ෷ăᅘߔ࿺ഉǈഋԸᆪĐ‫ืݒ‬࿤෸ြ෷‫و‬ቚ‫ڊ‬đქॎ Ǆٞ : ოǅă!! ! !k!ࣜ๻ॕ߷࿤෸۶ઋ! !A!ቓऻዸӶြ෷Ǆa!,bi!*! !1,(SETUP)eee1(a+bi)!! 3 + i) = 2' 3 + 2i = 3.
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! 1E(Re⇔Im)! 2 × ('( 3 ) + i ) ! 30 !∠!!ܻࠟᇀ࿤෸ Ƨ!቗෫‫־‬࿦ă! !۶ઋ 3ǖ1 + 1i = 1.
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!k!യෛ‫ืݒ‬࿤෸ြ෷‫و‬Ӱ‫!ޚ‬ !ෳᅋ࿒ะՃዷ৹Ӱ‫ޚ‬യෛ‫ืݒ‬࿤෸ြ෷ǈԌཛྷეพ൩‫ࣜو‬๻ቚ‫ڊ‬໎ผ‫و‬࿤෸ြ෷ă!! !A!൥ࠨཛྷࣜ๻ቚ‫ڊ‬ቓऻዸӶြ෷! !ᇀࣜ๻‫و‬யཤพ൩ 1!-!)'!a!,b!i!ǅă!! 2 ∠ 45 = 2 + 2i!Ǆऻ‫཭ةڪ‬ǖEfh*! !۶ઋǖ2' ! ! 292)1-(∠)45 1-('a+bi)E ! 1E(Re⇔Im)! 2' ( 2 ) 45 a + b i 2 2' ( 2 ) 45 a + b i 2 !A!൥ࠨཛྷࣜ๻ቚ‫ࣁڊ‬ዸӶြ෷! !ᇀࣜ๻‫و‬யཤพ൩ 1!+!)'!r!∠!Ƨ!ǅă!! 2 ∠ 45 = 2.
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!A!ืয࿾‫و‬พ൩ื௅࿮‫!ڪ‬ !௢޷พ൩‫ืو‬য࿾‫و‬ዮ‫ืؙ‬௅ც౷ଔก৚ಶ )GsfrPo* ࡱกॖ‫) ׅ‬GsfrPgg* ۚԥༀă!! ౷ଔහ‫ڊ‬ GsfrPo GsfrPgg TE!ன෷ 51!࿾ 91!࿾ SFH!ன෷ 37!࿾ 51!࿾ ࣜ๻ன෷ !A!Ⴥӊืয‫و‬അ‫!ׅ‬ !‫ݢ‬Ӱባದຓࣜ๻ன෷ࢪ‫ݢ‬Ӱ༇ࣜ౷ଔහ‫ڊ‬෫ǈ،‫׈‬ಹቲ‫و‬ຑᅘჅӊืযোटӇഅ‫ׅ‬ă! !k!൥ࠨ६ှ‫ة‬Ӱફ༇ࣜࣜ๻! !ე६ှᇀӊॎቲढ़ම‫و‬෸۶Ճዷ෫ǈฑ࿘ၭᇗ TE!)N!4!* ዷཛྷࣜ๻ன෷ă!! !A!Ⴥӊืয‫و‬พ൩!!! !౷ଔ৚ಶǄGsfrPoǅ! !࿒எढ़මพ൩ዩื቗ x!1!-!x!2!-!///!xn!ǈࣆ౷ଔ Gsfr2-!Gsfr3-!///!Gsfrn!෫ຑၖე‫و‬ऒՃዷă! {x1}1,(;) {Freq1}m(DT) {x2}1,(;) {Freq2}m(DT) {xn}1,(;) {Freqn}m(DT)!! !ኢ! !൥߷ዩื቗‫و‬౷ଔቝᅘქ‫ޔ‬ǈᇘቝეѢ |xn!~m(DT)!พ൩ӯ৹Ǆԥၖეቚ‫ڊ‬౷ଔǅă!!
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26.
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3E F r eq3= 3 !A!Ⴥӊืয‫و‬ක‫!ׅ‬ !ეක‫ׅ‬Ⴥӊืয෫ǈഋटದ‫־ٻ‬ǈഹࡍѢ 1m!)DM*ă ! !۶ઋǖ!൥ࠨක‫ׅ‬ᇀٞ 47 ოණĐჅӊืয‫و‬พ൩đქॎቲพ൩‫و‬Đx!2!đืয! ! Accc 1m!(CL) x 2= 255 L i ne = 2 !ኢ! •!࿒எढ़මක‫ׅ‬Ճዷ೐ࡍࡥஎ࿤෸‫ืو‬য௠൛ă!! ! !ቐ೐!! x!1!;!35/6 Gsfr2;!5 x!2!;!36/6 Gsfr3;!7 x!3!;!37/6 Gsfr4;!3 !ቐࡍ!! x!1!;!35/6 ! Gsfr2;!5 x!2!;!37/6 ဂණჰ཭ă Gsfr3;!3 ! •!!‫ص‬༇ࣜ౷ଔහ‫ڊ‬ཛྷ৚ಶ )GsfrPo* ෫ǈ࿰ᄮ‫ و‬x!ืযࠧ౷ଔืয‫ڶ‬टӇක‫ׅ‬ă!! !A!൥ࠨක‫ׅ‬ຑᅘჅӊืয! !ቖှ࿒ะऒՃዷ৹ක‫ׅ‬ຑᅘჅӊืযă 19(CLR)1(Stat)E ԥ࿻ක‫ׅ‬ຑᅘჅӊืয෫ǈഋᇀණ෸ՃዷቲѢ Aǈۚ‫ ܇‬Eă !A!ෳᅋพ൩‫و‬Ⴥӊืয‫و‬༇ࣜࣜ๻ ! ६ှ༇ࣜࣜ๻෫ǈഋพ൩࿰ᄮ‫و
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A!!TE ன෷༇ࣜத૚Ը৬! xσn! 1!1!)T.TVN*1!! !ƙx2!! !ഓჅӊืয‫و‬౿‫ࠧ۽‬ă!! 1!2!)T.WBS*2!! !ഓዜ໛Ӷኼ౭՘ă! !Σ!x!3! !>!Σ!x!i!! !3 1!1!)T.TVN*2!! ! x! ƙ xσn–1! !ഓჅӊืয‫و‬ዜࠧă!! !Σ!x!>!Σ!x!i! ! !ഓჅӊืă!! !ഓ౿ো቗ă!! ! o = 1!2!)T.WBS*3!! xσn –1 = Σ(xi – o)2 n–1 1!2!)T.WBS*e!1! !minX! n! !>!)!x!ืয࿾‫ืو‬௅ǅ! ¯! !x Σ(xi – o)2 n !ഓჅӊӶኼ౭՘ă!! 1!1!)T.TVN*3!! !! n xσn = ! !ഓჅӊ‫و‬ዮဏ቗ă! 1!2!)T.WBS*1!! ! Σ xi n !ഓჅӊ‫و‬ዮ‫ؙ‬቗ă! 1!2!)T.
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!3/! ቖှ࿒ะՃዷቐქၭᇗຑၖე‫ࣜߥ࢐و‬๻ă!! ეၭᇗ‫ߥ࢐ױ‬੮ျ෫ǖ Ѣ‫ױ‬ऒǖ ࿯၂࢐ߥ 1!)Mjo* ‫ߥ࢐ืڶ‬ 2!)Mph* e!ቚื࢐ߥ 3!)Fyq* ֓‫ߥ࢐۽‬ 4!)Qxs* ௬࢐ߥ e!1!)Jow* ۠‫ߥ࢐״‬ e!2!)Rvbe* ab!ቚื࢐ߥ e!3!)BC.Fyq* !ኢ! ! ე෫ǈఀ৹ჾᇀ SFH ன෷ቲ೰ࡳཛྷದຓ࢐ߥࣜ๻੮ျăѢ 1!2!)T.
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!A!൥ࠨක‫ׅ‬ຑᅘჅӊืয! !ഋԸᆪĐ൥ࠨක‫ׅ‬ຑᅘჅӊืযđǄٞ 49 ოǅă! !A!ෳᅋพ൩‫و‬Ⴥӊืয‫و‬༇ࣜࣜ๻! !ე६ှ༇ࣜࣜ๻෫ǈഋพ൩࿰ᄮ‫و‬த૚ԌѢ Eă!ઋ൥ǈეࣜ๻พ൩‫و‬Ⴥӊืয‫و‬౿োǄo! ࢪ p!ǅ቗෫ǈቖှ࿒ะՃዷă!! ! ! x xσn xσn–1 12(S-VAR)1(VAR)! 1E 1 2 x 115 y 12(S-VAR)1(VAR)e 1E 3 yσn 1 2 yσn–1 3 y 14 !+!ሦก৹௢‫ࣜو‬๻ॕ߷‫و‬ქ‫ޔ‬۶ઋă!! !A!SFH ன෷༇ࣜத૚Ը৬! !ዜࠧࣆჅӊืத૚ )T.TVN Ե‫!* ة‬ !ƙy! 1!1!)T.TVN*1!! !ƙx2!! !ഓჅӊืয x ‫و‬౿‫ࠧ۽‬ă! ! !y!>!Σ!yi! Σ !Σ!x!3! !>!Σ!x!i!!3! !ƙxy! 1!1!)T.TVN*2!! ! x! ƙ !ഓჅӊืয x ‫و‬ዜࠧă! ! !xy!>!Σ!xiyi! Σ ! x y! ƙ 1!1!)T.TVN*3!! 2 1!1!)T.
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1!1!)T.TVN*d!3! !ƙx4! !ഓჅӊืয x ‫و‬๜‫ࠧ۽״‬ă! !Σ!x!5! !>!Σ!x!i!!5! !౿ো቗ࠧӶኼ౭՘த૚ǄWBS Ե‫ة‬ǅ! ¯ !! !x 1!2!)T.WBS*1!)WBS*1!! !ഓჅӊืয x ‫و‬౿ো቗!!ă ! ! o xσn! = Σ xi n ¯! !y 1!2!)T.WBS*1!)WBS*e!1! !ഓჅӊืয y ‫و‬౿ো቗!!ă Σy p = ni ! ! 1!2!)T.WBS*1!)WBS*2!! yσn! 1!2!)T.WBS*1!)WBS*e!2! !ഓჅӊืয x ‫و‬ዜ໛Ӷኼ౭՘!!ă !ഓჅӊืয y ‫و‬ዜ໛Ӷኼ౭՘ă! ! ! ! xσn = !xσn–1! Σ(xi – o)2 n 1!2!)T.WBS*1!)WBS*3!! !ഓჅӊ!ืয x ‫و‬ჅӊӶኼ౭՘ă! ! ! ! xσn –1 = yσn = yσn–1! Σ (yi – y)2 n 1!2!)T.
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1!2!)T.WBS*1!)WBS*d!2! yˆ ! !‫ޗ‬য࿦ᇀၭᇗ‫ࣜߥ࢐و‬๻‫ާߥ࢐و‬෷ǈჾᇀ‫ױ‬த૚೐எพ൩‫ืو‬቗ዷཛྷ x!቗ǈഓ y!‫ࣜ޼و‬቗ă!! ! !۠‫ߥ࢐وߥ࢐״‬࿅ืࠧ޼ࣜ቗த૚ǄWBS Ե‫ة‬ǅ! !ᅘߔሦဗத૚ຑቖှ‫ާو‬෷‫و‬࿺࿈ํடǈഋԸᆪĐ࢐ߥ࿅ืࠧ޼ࣜ቗ࣜ๻ާ෷ӹđ Ǆٞ 55 ოǅă! 1!2!)T.WBS*1!)WBS*ee!1! !a! !ഓ࢐ߥާ෷‫و‬իื࿾ bă!! ! 1!2!)T.WBS*1!)WBS*ee!2! b! !ഓ࢐ߥާ෷‫و‬࿅ื că!! ! 1!2!)T.WBS*1!)WBS*ee!3! !c! !ഓ࢐ߥާ෷‫و‬࿅ื dă!! ! 1!2!)T.WBS*1!)WBS*d!1! xˆ 1! ! !ჾᇀ‫ױ‬த૚೐எพ൩‫ืو‬቗ዷཛྷ y!቗ǈෳᅋٞ 55 ოණ‫ާو‬෷ഓ x ‫و‬૙ქ‫ࣜ޼ޔ‬቗ă ! 1!2!)T.
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!A!࢐ߥ࿅ืࠧ޼ࣜ቗ࣜ๻ާ෷ӹ! !࿒ӹ઼‫־‬ષ‫ޕ‬ቸ࢐ߥࣜ๻‫ߥ࢐و‬࿅ืࠧ޼ࣜ቗த૚ຑෳᅋ‫ࣜو‬๻ާ෷ă!! !࿯၂࢐ߥ!! த૚ ࣜ๻ާ෷ Σyi – b.Σxi a= n n.Σx y – Σxi.Σyi b = . i 2i n Σxi – (Σxi)2 n.Σxiyi – Σxi.Σyi r= . {n Σxi2 – (Σxi)2}{n.Σyi2 – (Σyi)2} y–a m= b n = a + bx ࢐ߥާ෷‫و‬իื࿾ b ࢐ߥ࿅ื c ࿰ߔ࿅ื s ޼ࣜ቗ m ޼ࣜ቗ ţ !۠‫!ߥ࢐״‬ த૚ ࣜ๻ާ෷ Σyi Σxi Σxi2 a= –b –c n n n Sxy.Sx 2x 2 – Sx 2y.Sxx 2 b= Sxx.Sx2x2 – (Sxx2)2 Sx 2y.Sxx – Sxy.Sxx2 c= Sxx.Sx2x2 – (Sxx2)2 ( ) ( ) ࢐ߥާ෷‫و‬իื࿾ b ࢐ߥ࿅ื c ࢐ߥ࿅ื d !‫د‬กǈ! ! ! Sxx = Σxi – 2 (Σxi )2 Sxy = Σxi yi – ! n (Σxi .
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!‫!ߥ࢐ืڶ‬ த૚ ࢐ߥާ෷‫و‬իื࿾ b ࢐ߥ࿅ื c ࿰ߔ࿅ื s ࣜ๻ާ෷ Σyi – b.Σlnxi a= n n.Σ(lnxi)yi – Σlnxi .Σyi b= n.Σ(lnxi)2 – (Σlnxi)2 n.Σ(lnxi)yi – Σlnxi.Σyi r= . {n Σ(lnxi)2 – (Σlnxi)2}{n.Σyi2 – (Σyi)2} y–a ޼ࣜ቗ m m=e b n = a + blnx ޼ࣜ቗ n !e!ቚื࢐ߥ! த૚ ࢐ߥާ෷‫و‬իื࿾ b ࢐ߥ࿅ื c ࣜ๻ާ෷ . a = exp Σlnyi – b Σxi n n.Σxilnyi – Σxi.Σlnyi b= n.Σxi2 – (Σxi)2 ( r= ࿰ߔ࿅ื s ) n.Σxilnyi – Σxi.Σlnyi {n.Σxi – (Σxi)2}{n.Σ(lnyi)2 – (Σlnyi)2} lny – lna 2 ޼ࣜ቗ m m= ޼ࣜ቗ n n = aebx b !ab!ቚื࢐ߥ! த૚ ࢐ߥާ෷‫و‬իื࿾ b ࢐ߥ࿅ื c ࿰ߔ࿅ื s ࣜ๻ާ෷ .
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!֓‫!ߥ࢐۽‬ த૚ ࣜ๻ާ෷ . a = exp Σlnyi – b Σlnxi n n.Σlnxilnyi – Σlnxi.Σlnyi b= n.Σ(ln xi)2 – (Σln xi)2 n.Σlnxilnyi – Σlnxi.Σlnyi r= {n.Σ(lnxi)2 – (Σlnxi)2}{n.Σ(lnyi)2 – (Σlnyi)2} ( ࢐ߥާ෷‫و‬իื࿾ b ࢐ߥ࿅ื c ࿰ߔ࿅ื s ) ln y – ln a ޼ࣜ቗ m m=e b n = a xb ޼ࣜ቗ n !௬࢐ߥ! த૚ ࣜ๻ާ෷ Σyi – b.Σxi–1 a= n Sxy b= Sxx Sxy r= Sxx.Syy ࢐ߥާ෷‫و‬իื࿾ b ࢐ߥ࿅ื c ࿰ߔ࿅ื s ! กǈ!!!!! ‫د‬ ! ! Sxx = Σ(xi–1)2 – Syy = Σyi – 2 (Σxi–1)2 n (Σyi)2 n Sxy = Σ(xi–1)yi – Σxi–1.
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!k!༇ࣜࣜ๻۶ઋ! !ӊॎ໼߹ᇀࣜ๻ಹණ෯࣠६ှ෸۶ࣜ๻ढ़මქဗ༇ࣜࣜ๻۶ઋă!! !۶ઋ 2ǖ!ᅚӹ઼‫־‬ષ 61 ‫ޔ‬ၳූ‫و‬ୀԕǈຓ୯กᅘኢՋၳූ 2-111 ൉‫ݽو‬ထ‫و‬ၳූăഓჅӊืয‫و‬౿ো቗ࠧӶኼ౭՘ă!! ୀԕ 54 – 56 56 – 58 58 – 60 60 – 62 62 – 64 64 – 66 66 – 68 68 – 70 70 – 72 72 – 74 74 – 76 ! !Ճዷԧኊ!! ၳූื 1 2 2 5 8 9 8 6 4 3 2 ! ᇗ TE ன෷ǖN4(SD) ၭ ट༇ࣜ౷ଔහ‫ڊ‬ၭᇗཛྷ GsfrPoǖ! ! 1N!(SETUP)dd!1(FreqOn)! !พ൩Ⴥӊืযǖ! ! !55m(DT)571,(;)2m(DT)591,(;)!2m(DT) ! !611,(;)!5m(DT)631,(;)!8m(DT) ! !651,(;)!9m(DT)671,(;)!8m(DT) ! ! 91,(;)!6m(DT)711,(;)!4m(DT) 6 ! ! 31,(;)!3m(DT)751,(;)!2m(DT)!! 7 ! !ഓ౿ো቗ǖ!!
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!Ճዷԧኊ! ! ൩ SFH ன෷Ԍၭᇗ࿯၂࢐ߥǖ ६ ! N5(REG)1(Lin)! ट༇ࣜ౷ଔහ‫ڊ‬ၭᇗཛྷ GsfrPgg; ! 1N!(SETUP)dd!2(FreqOff) พ൩Ⴥӊืয ; ! 20,3150!m(DT)!50,4800!m(DT)! ! 80,6420!m(DT)!110,7310!m(DT)! ! 140,7940!m(DT)!170,8690!m(DT)! ! 200,8800!m(DT)!230,9130!m(DT)! ! 260,9270!m(DT)!290,9310!m(DT)! ! 320,9390!m(DT)!! !1!࿯၂࢐ߥ!! !࢐ߥާ෷‫و‬իื࿾ bǖ!! ! 12(S-VAR)1(VAR)ee1(a)E ! a 4446575758 !࢐ߥ࿅ื cǖ!! ! 12(S-VAR)1(VAR)ee2(b)E ! b 1887575758 !࿰ߔ࿅ืǖ!! ! 12(S-VAR)1(VAR)ee3(r)E r 0904793561 !2!‫!ߥ࢐ืڶ‬ !ၭᇗ‫ߥ࢐ืڶ‬ǖ! ! 12(S-VAR)3(TYPE)2(Log)!
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!3!ᆊՌ໛ቺ! !ᄜཛྷ‫وߥ࢐ืڶ‬࿰ߔ࿅ื‫و‬৊‫ڶ‬቗े॰ᅢ 2ǈຑჾෳᅋ‫ߥ࢐ืڶ‬६ှ໛ቺᆊՌࣜ๻ă!! ! !‫ ص‬x!>!461 ෫ഓ ţ!ǖ! 350 12(S-VAR)1(VAR)d2(n)E 350 y 1000056129 !ࢱื!ࣜ๻ǄCBTFǅ! !ე६ှᇀӊॎቲढ़ම‫و‬෸۶Ճዷ෫ǈฑ࿘ၭᇗ CBTF!)N!3!* ዷཛྷࣜ๻ன෷ă! !k!൥ࠨ६ှࢱื!ࣜ๻! !A!൥ࠨቚ‫ڊ‬യෛื࿅! !ෳᅋ࿒෸ऒၭᇗയෛื࿅ă!! DEC x ' HEX w M ! 10x BIN l ex OCT e i ეၭᇗ‫ืױ‬࿅෫ǖ Ѣ‫ױ‬ऒǖ ෨६ቨ x!)EFD* ࡥஎቚ෸ܻ e ෨૥६ቨ M!)IFY* I ۠६ቨ l!)CJO* c ѹ६ቨ i!)PDU* p ! ! 1 1 ! b !ื࿅ቚ෸ܻ! !A!ࢱืࣜ๻!۶ઋ! !۶ઋ 2ǖ!൥ࠨၭᇗ۠६ቨዷཛྷื࿅Ԍࣜ๻ 22!,!22! ! ! Al(BIN)1+1E 1+ 1 10 b 10 o !۶ઋ 3ǖ!൥ࠨၭᇗѹ६ቨዷཛྷื࿅Ԍࣜ๻ 88!,
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•!พ൩ྐပ‫ืو‬቗࢙դූশۨؓྥ )Tzouby!FSSPS*ă •!ᇀ CBTF ன෷ቲԥ௢พ൩‫ืܖ‬Ǆဏืǅ቗ࠧቚื቗ăࣜ๻ॕ߷‫و‬ဏืԩ‫ܖ‬टӇලണă ! !A!෨૥६ቨื቗‫و‬พ൩ࣆࣜ๻۶ઋ! !ഋෳᅋ࿒઼ऒพ൩෨૥६ቨื቗ຑၖე‫و‬ዖா )BǈCǈDǈEǈFǈG*ă ! { }{A} {B} {C} sin–1{D} cos–1 E y e w s ! c tan–1 F t !۶ઋǖ!൥ࠨၭᇗ෨૥६ቨዷཛྷื࿅Ԍࣜ๻ 2G16!,!216! ! AM(HEX)1t(F)+1E 1F + 1 20 H !A!ᅘပࣜ๻۶ཙ! ื࿅ ᅘပ۶ཙ ۠६ቨ ቁืǖ0 < x < 111111111 ‫ืݘ‬ǖ1000000000 < x < 1111111111 ѹ६ቨ ቁืǖ0 < x < 3777777777 ‫ืݘ‬ǖ4000000000 < x < 7777777777 ෨६ቨ –2147483648 < x < 2147483647 ෨૥६ቨ ቁืǖ0 < x < 7FFFFFFF ‫ืݘ‬ǖ80000000 < x < FFFFFFFF
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M(HEX)! 30 1E H !k!MPHJD Ե‫وة‬ෳᅋ! ! CBTF ன෷ቲǈX!!ऒ‫ޢو‬௢Ӱཛྷ MPHJD Ե‫وة‬࿤෸ऒăMPHJD Ե‫ޮة‬ᅘൻ‫ࡥޔ‬எǈᅋ d!! ᇀ ࠧ e!!৹ᇀದࣺ६ှၭࡳă!! and or xno r 1 2 3 ࡥஎ 1 o xo r 1 2 3 4 1 d ! h b ࡥஎ 3 No t Ne g 2 3 ࡥஎ 2 !k!൥ࠨཛྷ໎‫ืڊ‬቗ቚ‫ืڊ‬࿅! !พ൩ื቗෫ǈఀ৹ჾቚ‫ڊ‬ქ‫ޔ‬ᅳ‫ص‬೐യෛื࿅ԥༀ‫ืو‬࿅ă!! !A!൥ࠨᇀพ൩߹֔ቲቚ‫ืڊ‬࿅! !ઋ൥ǈეพ൩ქ‫ޔ‬෨६ቨ‫ืو‬቗ 4 ෫ǈ৹ෳᅋ࿒෸ऒՃዷă!! ! X(LOGIC)d1(d)3 d3I !A!ෳᅋࢱืቚ‫ࣜوڊ‬๻۶ઋ !!! ۶ઋǖ൥ࠨ६ှ 610!,!616!‫ࣜو‬๻ǈԌჾ۠६ቨ࿤෸ࣜ๻ॕ߷ ! Al(BIN)X(LOGIC)d1(d) 5+X(LOGIC)d2(h)5E d5 + h5 1010 b !k!൥ࠨෳᅋ଩ࣃᆱ๻ࠧ۠६ቨ‫ݘ‬቗६ှࣜ๻!! ! ࣜ๻ಹ௢६ှ 21 ཭Ǆ2
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!A!଩ࣃࠧǄpsǅ! !۵࢐཭ࠧ‫ࣜو‬๻ॕ߷ă!! !۶ઋǖ10112 or 110102 = 110112! 1011X(LOGIC)2(or) 11010E 1011o r 11010 11011 b !A!ᄖ଩ࣃࠧǄypsǅ! !۵࢐཭ᄖ଩ࣃࠧ‫ࣜو‬๻ॕ߷ă! !۶ઋǖ10102 xor 11002 = 1102! 1010X(LOGIC)e1(xor) 1100E 1010xo r 1100 110 b !A!ᄖ‫܇‬଩ࣃࠧǄyopsǅ! !۵࢐཭ᄖ଩ࣃܱࠧ‫ࣜو‬๻ॕ߷ă! !۶ઋǖ11112 xnor 1012 = 11111101012! 1111X(LOGIC)3(xnor) 101E 1111xno r 101 1111110101 b !A!ԣ 0 ௬ǄOpuǅ! !۵࢐ื቗‫و‬ԣǄ཭௬ǅă! !۶ઋǖNot(10102) = 11111101012! X(LOGIC)e2(Not)1010) E No t ( 1010 ) 1111110101 b A!ܱǄOfhǅ !۵࢐ื቗‫ و‬3 ‫و‬ԣă!! !۶ઋǖNeg(1011012) = 111
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!௠Ղާ෷! !! !ӊࣜ๻ಹ௠Ղᅘ 34 ‫ާޔ‬෷৹ᅋᅢืၳࠧྡ੻ࣜ๻ǈሦဗާ෷৹ჾᇀ DPNQ ன෷ቲෳᅋă ! !k!௠Ղާ෷‫و‬ෳᅋ! A!!൥ࠨᅋާ෷Ӭࠟၭᇗ௠Ղާ෷! !2/! Ѣ Gă! •!‫ױ‬෫ࡥஎ࿤෸ĐGpsnvmb!Op/@đă!! !3/! พ൩ຑၖე‫ާو‬෷‫و‬઩཭ืާ෷ӬࠟǄ12 ባ 34ǅă!! •!!ᅘߔާ෷ࣆದӬࠟ‫ํو‬டǈഋԸᆪĐ௠Ղާ෷઼ӹđǄٞ 65 ოǅă!! Fo rmu l a No .
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!A!ቚ‫ڊ‬௠Ղާ෷‫و‬ӰફǄާ෷Ӱફǅ! ! ᅋ௠Ղާ෷६ှࣜ๻෫ǈቝე‫ާڶ‬෷‫و‬Ӱફ६ှ‫ݑ‬቗ӯ৹ࣜ๻‫־‬ॕ߷ă‫ׅ‬ණ෸߽ଡާ෷ቲ ෳ ӹ෸‫و‬Ӱફ a!ǈb!ࣆ c!ჾ༶ǈࡱᅘணཛྷ r!ǈt!ǈv!ǈρ !ࣆ Ƨ ‫و‬Ӱફă!ᄜཛྷሦဗӰફቝᅋᅢ௠Ղާ෷ǈ ຑჾ֎ཛྷާ෷Ӱફă ෳᅋ௠Ղާ෷६ှࣜ๻෫‫ާޖݑ‬෷Ӱફ‫و‬቗टүૠᇀࣜ๻ಹ௠ǈቓ‫ف‬ఀ‫ݢ‬Ӱባದຓࣜ๻ன෷ ࢪቖှ،‫׈‬ಹഅ‫ׅ‬ՃዷǄ1!9!)DMS*1!)Nfn*ǅ ǈࢪटࣜ๻ಹ‫཭ݒ‬Ǆ1!9!)DMS*3!)Bmm*ǅă ნটกํǈ൥߷ၖეǈఀ৹ჾෳᅋᇀቐ೐‫ࣜو‬๻ቲ‫ޖݑ‬Ӱફ‫و‬቗‫ڶ‬௠Ղާ෷‫״ۂ‬६ှࣜ๻ă ᇀቖှષĐ൥ࠨෳᅋ௠Ղާ෷६ှࣜ๻đქॎቲ‫و‬ՃዷࡍǈѢ E!!৹ᆿ‫״‬࿤෸Ӱફ‫ݑ‬቗ࡥஎǈ ‫ױ‬෫ჾ೐‫وݑ‬቗ཛྷֽ෶യෛ቗ă! ! !໗෸พ൩Ӱફ a! a 8 ! ! !ჾ೐‫ޖݑ‬Ӱફ a ‫و‬቗!! ! !ეෳᅋ࿤෸ᇀࡥஎණ჻‫ޖݑ‬Ӱફ‫و‬቗෫ǈഋѢ E!ăᇀ‫ױ‬ઋቲǈѢ E!!टүૠ‫ޖݑ‬Ӱફ a ‫و‬ ቗ 9!ă! !ኢ! !࣊ෳၭᇗષದຓ௠Ղާ෷
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!Ӭࠟ 14! !߽ଡާ෷!! !ഓൻऻြ‫و‬எࢵǄS!ǅǈൻӫǄa!ǈb!ǈc!ǅ‫و‬ӫլ჻ቌă!! ! S = s ( s − a )( s − b )( s − c ) , s = ( a + b + c ) 2 ( a + b > c > 0, b + c > a > 0, c + a > b > 0) !Ӭࠟ 15! !ቁຢ‫ܖ‬Ԧ‫ݣ‬ଔࠉื Q)x!*! ! !ෳᅋ࠴๑໶๑޼ࣜާ෷ഓ࿒༐ຑ෸Ӷኼቁຢ‫ܖ‬Ԧ Q)x!* ‫ݣو‬ଔǈӶኼࡧӰફǄx!ǅ჻ቌă!! ! ! 1 2π P (x) = (0 ≦ x ∫ x −∞ e − t2 2 P （x） dt < 1 × 10 50) x !ቺეƽ!! !ᄜཛྷሦกქ‫ާࣜ޼ޔ‬෷ǈຑჾ৹௢ྐۨүቆค‫ڪॽوص‬ă! !! !Ӭࠟ 16! !ቁຢ‫ܖ‬Ԧ‫ݣ‬ଔࠉื R)x!*! ! !ෳᅋ࠴๑໶๑޼ࣜާ෷ഓ࿒༐ຑ෸Ӷኼቁຢ‫ܖ‬Ԧ R)x!* ‫ݣو‬ଔǈӶኼࡧӰફǄx!ǅ჻ቌă! ! ! 1 2π Q (x) = (0 ≦ x ! ∫ |x| 0 e − t2 2 Q（x） dt
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!Ӭࠟ 19! !‫׫‬઒!! ! ᅘ٫ૣ໼߹‫ـو‬໛ቲ‫و‬ᆓ‫ڑ‬઒ǄFǅ!ǈ໼߹‫و‬٫ૣཛྷǄI!ǅǈຑ‫׫׌‬թ‫׫ڊ࠽و‬઒஄‫ڪ‬ཛྷǄB!ǅǈ ഓ ! ‫ـ‬໛‫و‬լ‫ڪ‬ཛྷ! !ǈۚ‫ـ‬໛ᅳ‫׫‬թࣺ‫ڪऻو‬ཛྷ Ƨă !! ! F = IB sin θ ( > 0, 0˚≦ | θ | ≦ 90˚) ‫཭ة‬ǖBǖUǈI!ǖBǈ ǖnǈƧǖ˚) ‫* ڪ‬-!F!ǖO !Ӭࠟ 1:! !SD ‫ה‬ှ٫ଁቲ S ቷ‫ڭ‬٫ႅ‫و‬Ӱࡧ!! ! ᇀ٫የཛྷ Rǈ٫൛ཛྷ C ‫و‬٫ଁණࣩᆾ V ܼ٫ႅ෫ǈഓᇀ‫ ױ‬SD ‫ה‬ှ٫ଁቲǈ‫ص‬෫ࣺཛྷ t ෫ ‫ص‬ ቷ‫ ڭ‬R ‫و‬ቷ‫ڭ‬٫ႅǄV!R!ǅ!ă ! − t / CR ( C , R , t > 0) ‫཭ة‬ǖRǖΩ!ǈC!ǖGǈt!ǖஓǈV!ࣆ!VR ! ǖW ! VR = V•e !Ӭࠟ 21! !٫ႅᇜᄐ!! !ഓ‫ؙ܅‬ಹ٫ଁ‫و‬٫ႅᇜᄐǄG!ǅǈพ൩٫ႅǄE!ǅࠧพ‫־‬٫ႅǄE!´ǅ჻ቌă! ! ! ( ) ' G[dB] = 20 log 10 E E [dB] ( E' / E > 0
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!Ӭࠟ 25! !࿒ମল੹!! !ഓྡ໛ჾ !v1 ‫ֽو‬෶๱‫ןڪ‬ቓ࿒ମǄቺ઒‫۽‬ဂǅt ஓትࡍ‫و‬࿒ମল੹ǄS!ǅǄԥ৬଑ਅ಺஬ԫǅ ! ă! ! ! S = v 1t + 1 gt 2 2 Ǆgǖ!ቺ઒ࣩ๱‫ڪ‬ǈt > 0ǅ ‫཭ة‬ǖv!1ǖn0tǈt!ǖஓǈSǖn !Ӭࠟ 26! !‫و҈ة‬ቾಜ!! !ഓ‫و҈ة‬ቾಜǄT!ǅǈේլཛྷ! ă! ! ! ! T = 2π Ǆgǖ!ቺ઒ࣩ๱‫ڪ‬ǈ > 0ǅ! g ‫཭ة‬ǖ ǖnǈTǖ ! ஓ !Ӭࠟ 27! !‫و҈ࢁس‬ቾಜ!! ! ‫ةو҈ࢁس‬ስቾಜǄT!ǅǈቺફǄm!ǅࠧ‫ࢁسوࢁس‬իืǄk!ǅ჻ቌă!! ഓ ! ! ! T = 2π m k (m, k > 0) ‫཭ة‬ǖm!ǖlhǈkǖO0nǈT!ǖஓ !Ӭࠟ 28! !‫ۂ‬ಗ੣ပᄮ!! ! ߗՖሣຑ໳‫وف‬ስ‫ڑ‬౷ଔǄf!ǅǈᄞᆚࣆߗՖሣ‫ڞ‬ᇀჰ‫ڑ‬ǈᄞᆚ‫و‬ስ‫ڑ‬౷ଔǄf!1!ǅĂᄞ๱Ǆv!ǅĂ ഓ ᄞᆚ‫و‬ჰ‫ڑ‬๱‫ڪ‬Ǆv!1!ǅࣆߗՖሣ‫و‬ჰ‫ڑ‬๱‫ڪ‬Ǆu!ǅ჻ቌă!! ! ! f = f1 ! v−
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!Ӭࠟ 32! !҆ఐઉ‫!!੻ڊ‬ ! ྐᇷ၂ૣ໛Ǆૣ‫ڊེڑ‬ǈ‫܇‬ႅຍૣ໛ǅ‫ڊ߈و‬቗ǄC!ǅǈૣ๱Ǆv!ǅĂ཭ብǄ‫ڪݽ‬ǅǄz!ǅĂӔ ഓ ቺǄρǅĂ!ࣆႅ઒ǄP!ǅ჻ቌă! ! ! C = 1 v 2+ P + gz )gǖ!ቺ઒ࣩ๱‫ڪ‬ǈv, z, ρ , P > 0*! ! 2 ρ !4 !3 !3 !3! ‫཭ة‬ǖvǖ ! n0tǈzǖ ! nǈρǖ ! lhg0n !ǈPǖ ! lhg0n !ǈCǖ ! n !0t !Ӭࠟ 33! !ญলࣜ๻Ǆ‫ڪݽ‬ǅ! ! ᅋॿཥჱੂ‫ڣ‬ടኼ֧ණණ࿒ญল࿯ࣺ‫و‬լ‫ڪ‬Ǆ ǅ෫ǈഓॿཥჱባኼ֧ࣺ‫ڪݽو‬՘Ǆh!ǅǈჂ ෳ ऻཛྷǄƧ!ǅă! ! K!ࣆ!C!ǖญলիืǈ1° < Ƨ!!1*! !!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!) h = 1 K sin 2 θ + C sin θ ! 2 ‫཭ة‬ǖ ǖnǈƧ!ǖ°!) ‫* ڪ‬ǈhǖn !Ӭࠟ 34! !ญলࣜ๻Ǆল੹ǅ! ! ᅋॿཥჱੂՌફኼ֧ණණ࿒ญল࿯ࣺ‫و‬լ‫ڪ
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!k!֔ၠ‫ךو‬ज! !A!ူ֔ၠ‫ךو‬ज! !۶ઋǖ!൥ࠨ‫ך‬जქ‫ޔ‬टᄪ‫؍‬Ӱࡳཛྷੳ୿‫֔و‬ၠǄ2 ᄪ‫!>!؍‬3/65 ੳ୿ǅ ! ? → A : A × 2.
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•!ე۵࢐໼ի‫ࣜو‬๻ࡥஎ෫ǈഋѢ ,!b!६൩ DPNQ ன෷ă!! !A!࿦ᅘ֔ၠ‫و‬Ӭࣃ!! 2! /! Ѣ ,!g!)QSHN*b!)FEJU* ࿤෸֔ၠӬࣃ )FEJU!Qsphsbn* ࡥஎă!! !3/! ᅋืዖऒ b!!ባ e!!ၭᇗࠆᅘეӬࣃ‫֔و‬ၠ‫֔و‬ၠഘă!! !4/! ᅋ e!!ࠧ!d!!ᇀ֔ၠቲჰ‫ߞڑ‬ӶǈԌቖှຑၖე‫و‬ՃዷӬࣃ֔ၠ‫و‬௠൛ࢪ኷ࣩူ௠൛ă!! •!!Ѣ f!!৹໮ባ֔ၠ‫و‬৚་ǈۚѢ c!!৹໮ባயཤă!! !5/! ֔ၠӬࣃ༾ӛࡍǈѢ A!!ࢪ !!5!)FYJU*ă ! ! !k!֔ၠ‫و‬ᆱှ!! !֔ၠ৹ჾᇀ QSHN ன෷ࢪದຓன෷ቲᆱှă!! !A!൥ࠨᇀ QSHN ன෷ჾ༶‫و‬ன෷ቲᆱှ֔ၠ! !2/! Ѣ 5!ă! ! ! ! !3/! ᅋืዖऒ b!!ባ e!!ၭᇗ֔ၠഘԌቖှದ֔ၠă!! P1 P2 P3 P4 1 2 3 4 !A!൥ࠨᇀ QSHN ன෷ቲᆱှ֔ၠ! !2/! Ѣ ,!g!)QSHN* ࿤෸ QSHN ன෷‫ֽو‬෶ࡥஎă! 3! /! Ѣ c!)SVO*ă! !•!ࣜ๻ಹ࿤෸֔ၠᆱှǄSVO!Q
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!3/! Ѣ d!)EFM*ă ! !჻ࠆᅘ֔ၠืয‫֔و‬ၠഘǄQ2 ባ Q5ǅ ! DELETE Pr o g r am P-1234 670 ! ! ! !֔ၠ،‫׈‬ಹ‫و‬ෝᅨ൛ફ! !4/! ᅋืዖऒ b!!ባ e!!ၭᇗეක‫ׅ‬ದ֔ၠ‫֔و‬ၠഘă ! •!!ࠆᅘఀ‫ݳݳ‬ක‫֔وׅ‬ၠ‫֔و‬ၠഘӬࠟసӫ‫ܻࠟو‬टဋ෡ǈ ༀ෫֔ၠ،‫׈‬ಹ‫و‬ෝᅨ൛ફटᇜࣩă ! DELETE Pr o g r am P-1234 680 !k!த૚‫و‬พ൩! !A!൥ࠨพ൩ቚ‫֔ڊ‬ၠத૚! !2/! ‫֔ص‬ၠӬࣃࡥஎ࿤෸෫ǈѢ !!d!)Q.
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:!Ǆ‫ތܖ‬ଵǅ ! ۨ! শ ‫ޢ‬௢! ۶ઋ! | ᅷশ ~ : | ᅷশ ~ : ... : | ᅷশ ~ ‫ތܖ‬ᅷশăԥ໷ቛ֔ၠ‫و‬ቖှă 2 2! ? → A : A : Ans ! ! ^!!) พ‫־‬த૚ * ! ۨ! শ ‫ޢ‬௢! ۶ઋ! | ᅷশ ~^!!| ᅷশ ~ ᇃ໷֔ၠ‫و‬ቖှԌ࿤෸࿦ᇀ‫و‬ቖှॕ߷ă֔ၠ‫و‬ቖှᄜ‫ױ‬த૚ۚᇃ໷෫ǈ Q!!ܻ࢙ࠟ‫־‬࿦ă 2 2! ? → A : A ^ Ans ! !A!‫܇‬໫औኪჰத૚ g!! Goto ~ Lbl ! ۨ! শ ‫ޢ‬௢! ۶ઋ! Goto n : .... : Lbl n ࢪ Lbl n : ....
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!A!ॕ޵ਈቨத૚ 0Jg ᅷশ g!! !Jg ᅷশᅋᅢ‫ޗ‬য Jg ቐࡍ‫و‬ӹؕ෷Ǆ‫ܖ‬ቈ໫औǅกሪࡱก࣯ੂਈቨ֔ၠቖှ‫ܖو‬ቈă! ! !Jg ᅷশၙቌ!! •!Jg Ӥၙᅳ Uifo ై‫ڶ‬ෳᅋăෳᅋ Jg ‫د‬ୣᅘ࿰ᄮ‫ و‬Uifo ෫टդූশۨؓྥ )Tzouby!FSSPS*ă •!ӹؕ෷ǈHpup த૚ࢪ Csfbl த૚৹ᇀ Uifo ࠧ Fmtf ࡍஎ‫ | و‬ӹؕ෷ +~ ቲෳᅋă ! ! If~Then (~Else) ~IfEnd ! ۨ! শ ‫ޢ‬௢! ! ۶ઋ 2! ۶ઋ 3! If!| ໫औӹؕ෷ ~!: Then!| ӹؕ෷ +~!: Else!| ӹؕ෷ +~!: IfEnd!: | ᅷশ ~!: ...
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!A!ॕ޵ਈቨத૚ 0!Xijmf ᅷশ g!! While~WhileEnd ! ۨ! শ ‫ޢ‬௢! ۶ઋ! While!| ໫औӹؕ෷ ~ : | ᅷশ ~ : ... | ᅷশ ~ : WhileEnd : .... ‫ ص‬Xijmf ࡍஎ‫و‬໫औӹؕ෷ཛྷሪǄ‫܇‬૏ǅ෫ǈ֔ၠ۴‫ݒ‬ቖှ Xijmf ባ XijmfFoe ቐࣺ‫و‬ᅷশă‫ ص‬Xijmf ࡍஎ‫و‬໫औӹؕ෷Ӱཛྷ࣯Ǆ1ǅ෫ǈ֔ၠቖှ XijmfFoe ࡍ எ‫و‬ᅷশă 2 ? → A : While A < 10 : A ^ A+1 → A : WhileEnd : A÷2 ኢ ‫ױص‬த૚ฑ‫״‬Ӈቖှ෫ǈ൥߷ Xijmf ᅷশ‫و‬໫औཛྷ࣯ǈቖှቓे໮ባ XijmfFoe ࡍஎ‫و‬ᅷশǈۚ Xijmf ባ XijmfFoe ቐࣺ‫و‬ᅷশქ‫״‬ნԥӇቖှă!! !A!֔ၠਈቨத૚ g!! Break ! ۨ! শ ‫ޢ‬௢! ۶ઋ! .. : {Then ; Else ; S } Break : ..
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‫ޢ‬௢! ! ‫ױ‬த૚߈‫ڊ‬พ‫ࣜو־‬๻ॕ߷‫و‬ᅘပ཭ืǄ2 ባ 21ǅ ă Ѣ !,!)TFUVQ*e!c!)Tdj* ࡍѢ a!!ቚ‫ ڊ‬21 ཭ᅘပืዖă!! ! Norm! (COMP, CMPLX, SD, REG)! .. : Norm {1 ; 2} : .. ! ۨ! শ Ճዷ! !,!(SETUP)e!d!(Norm)b ࢪ !c! ‫ޢ‬௢! ‫ױ‬த૚ቚ‫ࣜڊ‬๻ॕ߷‫و‬พ‫־‬กෳᅋ Opsn2 ࡱกෳᅋ Opsn3ă!! ! !༇ࣜ౷ଔத૚! !(SD, REG) FreqOn, FreqOff! !শۨ! Ճዷ! ! ‫ޢ‬௢! .. : FreqOn : .. .. : FreqOff : .. !,!(SETUP)d!b!(FreqOn)! !,(SETUP)!d!c!(FreqOff) ‫ױ‬த૚‫ؘ‬৚ )GsfrPo* ࢪߔӡ )GsfrPgg* ༇ࣜ౷ଔă!! !A!അ‫ׅ‬த૚! ClrMemory! ! ۨ! শ Ճዷ! ‫ޢ‬௢! (COMP, CMPLX, BASE) .. : ClrMemory : ..
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!A!ื࿅த૚ Dec, Hex, Bin, Oct! ! ۨ! শ Ճዷ! ‫ޢ‬௢! (BASE) .. : Dec : .. / .. : Hex : .. / .. : Bixn : .. / .. : Oct : .. x(DEC) / M(HEX) / l(BIN) / I(OCT) ሦဗத૚ቚ‫ࣜืࢱڊ‬๻‫ืو‬࿅ă! !A!༇ࣜืযพ൩த૚! DT! (SD, REG)! .. : | ӹؕ෷Ǆx!቗ǅ~ ; | ӹؕ෷ǄGsfr ቗ǅ~!EU : ..!! !///////////////////TE ன෷ǈGsfrPo! .. : | ӹؕ෷Ǆx!቗ǅ~!EU : ..! !//////////////////TE ன෷ǈGsfrPgg! .. : | ӹؕ෷Ǆx!቗ǅ~ , | ӹؕ෷Ǆy!቗ǅ~ ; | ӹؕ෷ǄGsfr ቗ǅ~!EU : ..! ! !///////////////// SFH ன෷ -!GsfrPo! .. : | ӹؕ෷Ǆx!቗ǅ~ , | ӹؕ෷Ǆy!቗ǅ~!EU : ..
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๋ၠ ࣜ๻੮ျ 3 ೐எᅘื቗‫ืࠉو‬ ֓‫۽‬ǈ֓‫ޗ۽‬ ҇‫ܖ‬Ӕ ํட x2, x3, x–1, x!, ° ´ ˝, °, r, g ^(, x'( % 4 ‫ืܖ‬ a b/c 5 ೐ብܻࠟ (–)!) ‫!* ࠟݘ‬ d, h, b, o!) ื࿅ܻࠟ * 6 ༇ࣜ޼ࣜ቗ࣜ๻ m!-!n!-!m!!2!-!m!!3! 7 ఩઼ǈዩࠩ! nPr, nCr ‫ܻࠟืݒ‬ ∠ ֓ۨǈ‫!ׅۨ‬ ෛଞ‫ࠟ֓و‬ ×, ÷ ᇀ࿒઼࿾௅ቐ೐‫ࠟ֓و‬৹ჾෛଞǖ π!-!e!ǈӰફǈ৶ၳիืǄ2πǈ5AǈπAǈ3mpǈ2iǈٌǅǈ ჾࣆ‫؞‬ਸ਼ࠟ‫ืࠉو‬Ǆ2'(3)ǈAsin(30)ǈٌ * 9 ࣩۨǈऋۨ +ǈ− : ߔ࿅ᆱ๻ܻ =ǈ≠ǈ>ǈ<ǈ>ǈ< 21 ଩ࣃࢵ and 22 ଩ࣃࠧǈᄖ଩ࣃࠧǈᄖ‫܇‬଩ࣃࠧ orǈxorǈxnor 8 ! ! ኢ !•! ൥߷ࣜ๻ቲࠆᅘ‫ݘ‬቗ǈᇘ‫ݘ‬቗৹௢ၖეਸ਼ᇀਸ਼ࠟቲăઋ൥ǈ൥߷ეࣜ๻ǉ3 ‫و‬౿‫۽‬ǈᇘၖეพ൩ǖ !3 !3 )ǉ3* !ă!ᄜཛྷ x!!กქ‫ޔ‬ᅘ೐ብื቗‫ืࠉو
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!‫ص‬ఀ६ှ‫ࣜو‬๻մ‫־‬ષ‫ڳ‬ᇿ‫و‬൛ફ෫ǈ‫ڳ‬ᇿؓྥ )Tubdl!FSSPS* ࢙ۢූă!! ! !ኢ! !ᇀ DNQMY ன෷ቲพ൩ื቗෫ǈ‫ืޕ‬቗ሀᅋ઩‫ڳޔ‬ᇿ࣌ǖქ‫ޔ‬ᅋᅢ‫׈‬،෯ืԩ‫ܖ‬ǈ૙ქ‫ޔ‬ᅋᅢ‫׈‬،ၗ ืԩ‫ܖ‬ăნটกํǈᇀ DNQMY ன෷ቲืዖ‫ڳ‬ᇿቝᅘྗ࣌ă!! !k!ࣜ๻۶ཙĂ཭ืࣆॽ‫!ڪ‬ !࿒ӹ઼‫־‬ષࣜ๻۶ཙǄื቗พ൩ࠧพ‫־‬۶ཙǅĂ௠ԩࣜ๻ෳᅋ‫ื཭و‬ǈჾࣆࣜ๻ॽ‫ڪ‬ă! Ġ2ġ21!–::!ባ Ġ:/:::::::::ġ21!::!ࢪ 1 ࣜ๻۶ཙ ௠ԩࣜ๻ 26 ཭ ॽ‫ڪ‬ ქґੂํǈᇀქ‫ࣜ״‬๻ቲǈٞ 21 ཭‫ڪॽو‬ཛྷ Ġ2ăቚืြ෷ࣜ๻ ॕ߷‫ྥو‬՘ཛྷᇀཤื‫و‬ዮࡍᅘပ཭ืණ Ġ2ăᇀઘၦࣜ๻߹֔ቲ ྥ՘࢙ࢵ੩ă !A!ࠉืࣜ๻พ൩۶ཙࠧॽ‫!ڪ‬ ࠉื sinx cosx tanx sin–1x cos–1x tan–1 x sinhx coshx พ൩۶ཙ DEG 0 < | x | < 9×109 RAD 0 < | x | < 157079632.
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ࠉื พ൩۶ཙ ' x 0 < x < 1×10100 x2 | x | < 1×10 50 1/x | x | < 1×10 100 3 | x | < 1×10 100 ' x x! ;xG0 0 < x < 69 (x กሿื ) nPr 0 < n < 1×1010, 0 < r < n (n, r กሿื ) 1 < {n!/(n–r)!} < 1×10100 nCr 0 < n < 1×1010, 0 < r < n (n, r กሿื ) 1 < n!/r! < 1×10100 ࢪ 1 < n!/(n–r)! < 1×10100 Pol(x, y) Rec(r, θ ) °’ ” | x |, | y | < 9.999999999×1099 x2+y2 < 9.999999999×1099 0 < r < 9.
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!A!ؓྥဳྲ‫و‬അ‫!ׅ‬ ! ଥؓྥ੮ျཛྷࠨǈቖှ࿒ะऒՃዷ৹അ‫ྲဳྥׅؓ‬ă!! ྐ •!! Ѣ d!!ࢪ e!!࿤෸ؓྥۢූ೐ఀพ൩‫ࣜو‬๻ӹؕ෷‫و‬Ӭࣃࡥஎǈ‫ױ‬෫ߞӶट཭ᅢؓྥۢූ‫཭و‬ብă ᅘߔ࿺ഉഋԸᆪٞ 24 ოණ‫و‬Đؓྥ཭ብ‫و‬Փሖđქॎă •! Ѣ A!!৹അ‫ූۢྥׅؓ‬೐ఀพ൩‫ࣜو‬๻ӹؕ෷ăഋኢᄌǈդූؓྥ‫ࣜو‬๻ӹؕ෷ԥ࢙ࠆᇀࣜ๻଎ ઈቲă!! !A!ؓྥဳྲԸ৬! ! ॎ઼‫־‬ષࣜ๻ಹຑ࿤෸‫و‬ຑᅘؓྥဳྲǈದᆓᄜࣆӨஊؑ෣ă!! ӊ Math ERRORǄࣜ๻ؓྥǅ! ᆓᄜ •!ቲࣺࣜ๻ॕ߷ࢪዮቷࣜ๻ॕ߷մ‫־‬ષ൛ၛ‫ࣜو‬๻۶ཙă •!พ൩‫ืو‬቗մ‫־‬ષ൛ၛ‫و‬พ൩۶ཙă •!‫وۨ܇‬๻ืᆱ๻Ǆ‫ׅ‬ჾ૏ٌǅă! ‫ڶ‬Չ •!൥߷ၖეǈഋंՓพ൩‫ืو‬቗Ԍऋඵ཭ืă •!ෳᅋ‫ڢ‬઎،‫׈‬ಹࢪӰફዷཛྷࠉื‫و‬Ըื෫ǈӤၙവ്،‫׈‬ಹࢪӰફ቗ᇀ‫ݡ‬ ࠉื‫و‬൛ၛ۶ཙቐ௠ă !ᅘߔืয‫و‬൛ၛพ൩۶ཙ‫ํو‬டǈഋԸᆪٞ 79 ოණ‫و‬Đࣜ๻۶ཙĂ཭ืࣆॽ‫ڪ‬đქॎă!! ! Stack ERRORǄ‫ڳ‬ᇿ
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!k!ᇀ࡫ჳกࣜ๻ಹۢූષ߆ሓቐ೐ ///! ! ࣜ๻߹֔ቲۢූષؓྥǈࢪࣜ๻ॕ߷մ‫־‬ᄌ༶෫ǈഋቖှ࿒ะՃዷă൥߷ქԧས௢ॖৈོ໘ǈᇘ ᇀ ჰባ࿒ქԧăഋኢᄌǈᇀ६ှሦဗՃዷቐ೐ǈഋ‫ڶ‬ቺეืয६ှӄ‫ܝ‬ă!! !1! ंՓࣜ๻ӹؕ෷ǈവ്ದกܱࠆᅘൌࠨؓྥă 2!! വ്ఀე६ှ‫ࣜو‬๻กᇀቁവ‫و‬ன෷ቲ६ှ‫و‬ă 3!! ൥߷ණะՃዷས௢ෳࣜ๻ࢎ‫ݒ‬ቁիǈᇘഋѢ p!!ऒăࣜ๻ಹ࢙ᇀಲ‫ڑ‬෫‫ڶ‬ದዔ෉ኴຢ६ှዔंă ൥߷ࣜ๻ಹۢ࿦ષོ໘ǈದट۵࢐ࣜ๻ன෷Ԍ‫ݒ‬ᆓֽ෶യෛైብǈԌೲഅ‫ׅ‬،‫׈‬ಹቲ‫و‬ຑᅘืযă 4!! ൥߷ٞ 3!!ԧས௢ෳՃዷࢎ‫ݒ‬ቁիǈഋ६ှ࿒઼ѢऒՃዷֽ෶ࡧຑᅘன෷ࠧහ‫ڊ‬ǖ !!j!(CLR)d!(All)wă!! !٫ᆚეഓ! ! ࣜ๻ಹైӄᅘມჀ௢٫֠ࠧఉ਋٫֠ǄMS55ǅใቺ‫ޥ‬٫࿅༇ăԥဃቝ௢ᇀᅘߞ࿯‫࡯و‬অቲ ӊ ‫ڑ‬ዷ‫و‬४ӄᅘມჀ௢٫֠‫ࣜو‬๻ಹǈᅘใቺ‫ޥ‬٫࿅༇‫ࣜو‬๻ಹᇀྐߞ‫࡯و‬অቲნ௢ෳᅋăǄ‫ص‬ ഹǈၖეᅘዣ޷‫ߞو‬࿯ߗ৤࿤෸ಃࡥஎණ‫و‬௠൛ăǅ! !A!٫֠‫!ࡳޚو‬ ! ෸‫و‬ዖܻѣ‫ر‬Ǆᅐ
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!ߢ‫!ޏ‬ !٫ᆚეഓǖ!ມჀ௢٫֠ǖ௠Ղᇀࣜ๻ಹ‫و‬ቁஎǄ߈‫ڊ‬ǅ ! ఉ਋٫֠ǖH24 ျ )MS55*!ġ!2 !‫ؙ‬ᆢ٫֠ณதǖ!!4 ௰Ǆ୧໢ෳᅋ 2 ဏ෫ǅ ! ዷჟུ‫ڪ‬ǖ!!1ņባ 51ņ !༶ြ֧‫؍‬ǖ!!23/3!) ‫!* ݽ‬ġ!91!) ਝ *!ġ!272!) լ *!ࠛ୿ !‫ؙ‬ᆢቺફǖ!!216h!) Ҫਸ਼٫֠ * !‫ݛ‬औǖ!!ᄺࠪ! ! Ck-72
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MEMO Ck-73
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MEMO Ck-74
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MEMO Ck-75
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MEMO Ck-76
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‫ױ‬Ӷበቝคᅋᅢ FV ߶ࣨă
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